The lift on a spinning circular cylinder in a freestream with a velocity of 30 m/s and at standard sea level conditions is 6 N/m of span. Calculate the circulation around the cylinder. Round the final answer to three decimal places.) The circulation around the cylinder is ________ m2/s.

Answer:

\(-6111.11\ \text{kJ}\)

\(863.28\ \text{kJ}\)

Explanation:

m = Mass of automobile = 1100 kg

v = Velocity of car = 120 km/h = \(\dfrac{120}{3.6}\ \text{m/s}\)

h = Height of hill = 80 m

g = Acceleration due to gravity = \(9.81\ \text{m/s}^2\)

Change in kinetic energy

\(KE=\dfrac{1}{2}m(u^2-v^2)\\\Rightarrow KE=\dfrac{1}{2}\times 1100\times (0-(\dfrac{120}{3.6})^2)\\\Rightarrow KE=-611111.11\ \text{J}\)

Change in kinetic energy is \(-6111.11\ \text{kJ}\)

Change in potential energy is given by

\(PE=mgh\\\Rightarrow PE=1100\times 9.81\times 80\\\Rightarrow PE=863280\ \text{J}\)

The change in potential energy is \(863.28\ \text{kJ}\).

A dense, hot body will give off a continuous spectrum.

This type of spectrum is produced when all wavelengths of light are emitted from the source, creating a continuous band of colors with no gaps or breaks.

A dense, hot body such as a star or a light bulb filament will emit a continuous spectrum because the atoms within it are excited and vibrating at high speeds, causing them to emit light at all wavelengths.
The temperature of the body will also affect the shape and intensity of the continuous spectrum. As the temperature increases, the spectrum will shift towards the blue end of the spectrum, and the intensity of the light will increase.

This is known as the blackbody radiation curve, which describes the relationship between the temperature of an object and the amount of light it emits.
The continuous spectrum is important in astronomy because it can be used to determine the temperature and composition of stars.

By analyzing the spectrum of starlight, astronomers can identify the chemical elements present in the star's atmosphere and determine its temperature. This information can help us to better understand the properties and behavior of stars, as well as the processes that occur within them.

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"E-teams can be effective in generating social capital" is not a challenge associated with making effective e-teams.

So, the correct answer is B.

The other options, A, C, and D, all highlight the challenges associated with making effective e-teams.

Process losses can occur due to the identification and combination activities of team members, physically dispersed teams are susceptible to risk factors that can create process loss, and some collective energy, time, and effort must be devoted to dealing with team inefficiencies

Hence, the answer of the question is B.

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When preparing a propeller blade for inspection, it should be cleaned with mild soap and water. The correct option is A.

A propeller blade is a rotating wing that produces a force that drives a ship, airplane, or other vehicle through the water or air by acting on the water or air and generating thrust. An inspection is a formal or official examination or assessment of something, particularly one that is carried out in order to determine its condition or to assess its safety or compliance with regulations. In the aviation industry, propeller blades are subjected to regular inspections to detect any abnormalities that may have an impact on the blade's efficiency or flight safety. When inspecting the propeller blades, it is critical to clean them before performing any assessments. Propeller blades should be cleaned with mild soap and water to get rid of any debris, dust, or other particles that may have settled on the surface. Steel wool is too rough and can damage the blade surface, and methyl ethyl ketone is a powerful solvent that should not be used unless advised to by a specialist or a manufacturer. Therefore, when preparing a propeller blade for inspection, it should be cleaned with mild soap and water.

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Answer:

B.

Explanation:

I think not sure hehe

The analytical expression for the output signal ya(t) would be:

ya(t) = (A/2) [cos((F + t)θ) + cos((F - t)θ)]

Let's assume that the transfer function of the system is represented as H(F), where F represents the frequency.

We can express the input cosine signal as cos(2πFt), where t represents time.

The output signal ya(t) can be obtained by multiplying the input signal with the system's transfer function H(F) in the frequency domain. Mathematically, this can be represented as:

Ya(F) = H(F) x Cos(Ft)

Let's assume that at the frequency F, the transfer function H(F) can be represented as H(F) = A x cos(θ),

where A represents the magnitude and θ represents the phase shift.

Substituting this into the equation, we get:

Ya(F) = A x cos(θ) x cos(Ft)

Using the trigonometric identity

cos(A) cos(B) = (1/2)  [cos(A + B) + cos(A - B)]

Ya(F) = (A/2) [cos((F + t)θ) + cos((F - t)θ)]

Therefore, the analytical expression for the output signal ya(t) would be:

ya(t) = (A/2) [cos((F + t)θ) + cos((F - t)θ)]

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We have shown that equations (2.24), when combined with h = const (constant altitude) and V = const (constant velocity), reduce to the equations of motion with zero degrees of freedom, as given by equations (12) and (13).

To derive the equations of motion for flight at constant altitude and constant velocity, we can start with the basic principles of flight dynamics. We'll assume the following variables:

h: altitude (constant)

V: velocity (constant)

m: mass of the aircraft

g: acceleration due to gravity

T: thrust

D: drag

L: lift

The equations of motion for flight can be written as:

ΣF_x = m * a_x (1)

ΣF_y = m * a_y (2)

ΣF_z = m * a_z (3)

where ΣF_x, ΣF_y, and ΣF_z represent the sum of forces in the x, y, and z directions, respectively, and a_x, a_y, and a_z represent the corresponding accelerations.

Considering flight at a constant altitude, we can neglect the vertical acceleration, a_z, because it is balanced by the lift and weight forces. Therefore, equation (3) reduces to:

ΣF_z = 0 (4)

Since the altitude, h, is constant, the lift force, L, is equal to the weight force, m * g:

L - m * g = 0 (5)

Combining equations (4) and (5), we have:

L = m * g (6)

Next, let's consider flight at a constant velocity. In this case, the sum of forces in the x-direction, ΣF_x, is equal to zero since there is no acceleration in that direction:

ΣF_x = 0 (7)

The thrust force, T, is balanced by the drag force, D:

T - D = 0 (8)

Combining equations (7) and (8), we have:

T = D (9)

Now, we can substitute equations (6) and (9) back into equations (1) and (2) to eliminate the variables L, T, and D:

ΣF_x = m * a_x = D - T = 0 (10)

ΣF_y = m * a_y = L - m * g = 0 (11)

Since the aircraft is flying at constant altitude and constant velocity, the accelerations in the x and y directions, a_x and a_y, are both zero. Therefore, equations (10) and (11) reduce to:

0 = 0 (12)

0 = 0 (13)

Equations (12) and (13) represent trivial identities, meaning they hold true regardless of the values of the variables involved. Consequently, these equations have zero mathematical degrees of freedom.

Therefore, we have shown that equations (2.24), when combined with h = const (constant altitude) and V = const (constant velocity), reduce to the equations of motion with zero degrees of freedom, as given by equations (12) and (13).

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False. Fire extinguishing equipment cannot be frozen according to Ref. 213/91.

According to Ref. 213/91, fire extinguishing equipment cannot be frozen. Fire extinguishers are essential safety devices designed to combat fires effectively. They contain pressurized agents that are specifically formulated to extinguish different types of fires. Freezing temperatures can significantly impair the functionality of fire extinguishers and render them ineffective in emergency situations.

When fire extinguishing equipment freezes, several issues can arise. First, the contents of the extinguisher may expand as they freeze, potentially leading to ruptures or leaks in the container. This can cause the extinguisher to malfunction or become hazardous when used. Second, freezing temperatures can affect the performance of the extinguishing agent itself. Certain agents, such as water-based solutions, can solidify or lose their effectiveness when exposed to extreme cold.

It is crucial to store fire extinguishers in suitable environments that are above freezing temperatures. This ensures that the equipment remains in optimal condition and is ready for immediate use during emergencies. Regular inspections and maintenance are also essential to identify any signs of damage or deterioration that may compromise the functionality of fire extinguishers.

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The characteristic impedance, the phase constant, the velocity on the line, and the input impedance are respectively;

A) Z_o = 40.82 Ω

B) β = 11.543 rad/m

C) v_p = 2.72 × 10^(8) m/s

D) Z_in = 115.91 Ω

We are given;

Inductance; L = 0.15 μH/m = 0.15 × 10^(-6) H/m

Capacitance; C = 90 pf/m = 90 × 10^(-12) f/m

Frequency; f = 500 MHz = 500 × 10^(6) Hz

Load impedance; Z_l = 80 Ω

Length of transmission line; l = 80cm = 0.8m

A) Formula for characteristic impedance is;

Z_o = √(L/C)

Thus;

Z_o = √((0.15 × 10^(-6))/(90 × 10^(-12)))

Z_o = 40.82 Ω

B) Formula for the phase constant is;

β = ω√(LC)

Where;

ω = 2πf

Thus;

β = (2π × 500 × 10^(6))√(0.15 × 10^(-6) × 90 × 10^(-12))

β = 11.543 rad/m

C) Formula for phase velocity is;

v_p = ω/β

v_p = (2π × 500 × 10^(6))/11.543

v_p = 2.72 × 10^(8) m/s

D) Formula for the input impedance is;

Z_in = Z_o[(Z_l + Z_o*tanβl)/(Z_o + Z_l*tanβl)]

Z_in = 40.82[(80 + 40.82*tan(11.543*0.8))/(40.82 + 80*tan(11.543*0.8))]

Z_in = 40.82(72.1335/25.4031)

Z_in = 115.91 Ω

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Answer:

This is an example of the conduction of electricity through metal. Free moving electrons on the car will conduct a electric field when a voltage is applied to the car;  in this case the transmission line, and would flow through the metal to the door handle causing electrocution.

Machines are much more flexible than human is false and thus not an advantage of Automated equipment operating systems.

What Does Automated System Operations (ASO) Mean?

The set of software and hardware that allows computer systems, network devices, or machines to function without manual intervention is known as automated system operations (ASO).

ASOs enable computer systems to operate without the presence of a human operator at the location where the system is installed. Automated system operations are a subset of automatic system control in which processes are fully automated using control loops and special logic.

Lights-out operations are another term for automated system operations.

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The first-order kinematic coefficient of the gear train is 0.028. Gear 8 rotates in the clockwise direction with a speed of 42.86 rev/min.

The first-order kinematic coefficient of the gear train is a measure of the efficiency of power transmission through a gear train. It is defined as the ratio of the output speed of the final gear to the input speed of the first gear. In this case, the first-order kinematic coefficient is 0.028, which means that the output speed of gear 8 is only 2.8% of the input speed of gear 4.

To determine the rotational direction and speed of gear 8, we first need to identify the gear ratios for each pair of gears in the train. Starting from gear 4, we have a gear ratio of 44/15, which means that gear 5 rotates at a slower speed than gear 4 but with higher torque. Similarly, the gear ratio between gears 5 and 6 is 33/36, which means that gear 6 rotates at a faster speed than gear 5 but with lower torque.

Finally, we can calculate the speed and direction of rotation of gear 8 by multiplying the gear ratios of all the gears between gear 4 and gear 8. We have:

44/15 * 33/36 * 487/36 = 42.86

This means that gear 8 rotates at a speed of 42.86 rev/min in the clockwise direction.

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Answer:

The specific volume is reduced in 80 per cent due to isothermal compression.

Specific enthalpy remains constant.

Explanation:

Let suppose that neon behaves ideally, the equation of state for ideal gases is:

\(P\cdot V = n\cdot R_{u}\cdot T\)

Where:

\(P\) - Pressure, measured in kilopascals.

\(V\) - Volume, measured in cubic meters.

\(n\) - Molar quantity, measured in kilomoles,

\(T\) - Temperature, measured in kelvins.

\(R_{u}\) - Ideal gas constant, measured in \(\frac{kPa\cdot m^{3}}{kmol\cdot K}\).

On the other hand, the molar quantity (\(n\)) and specific volume (\(\nu\)), measured in cubic meter per kilogram, are defined as:

\(n = \frac{m}{M}\) and \(\nu = \frac{V}{m}\)

Where:

\(m\) - Mass of neon, measured in kilograms.

\(M\) - Molar mass of neon, measured in kilograms per kilomoles.

After replacing in the equation of state, the resulting expression is therefore simplified in term of specific volume:

\(P\cdot V = \frac{m}{M}\cdot R_{u}\cdot T\)

\(P\cdot \nu = \frac{R_{u}\cdot T}{M}\)

Since the neon is compressed isothermally, the following relation is constructed herein:

\(P_{1}\cdot \nu_{1} = P_{2}\cdot \nu_{2}\)

Where:

\(P_{1}\), \(P_{2}\) - Initial and final pressure, measured in kilopascals.

\(\nu_{1}\), \(\nu_{2}\) - Initial and final specific volume, measured in cubic meters per kilogram.

The change in specific volume is given by the following expression:

\(\frac{\nu_{2}}{\nu_{1}} = \frac{P_{1}}{P_{2}}\)

Given that \(P_{1} = 100\,kPa\) and \(P_{2} = 500\,kPa\), the change in specific volume is:

\(\frac{\nu_{2}}{\nu_{1}} = \frac{100\,kPa}{500\,kPa}\)

\(\frac{\nu_{2}}{\nu_{1}} = \frac{1}{5}\)

The specific volume is reduced in 80 per cent due to isothermal compression.

Under the ideal gas supposition, specific enthalpy is only function of temperature, as neon experiments an isothermal process, temperature remains constant and, hence, there is no change in specific enthalpy.

Specific enthalpy remains constant.

Answer:

Positive logic is defined as a high voltage level representing a logic 1 and a low voltage level representing a logic 0. Negative logic is the reverse, i.e., a low voltage level represents a logic 1 and a high voltage level represents a logic 0.

Explanation:

Thanks

Hi! Your question involves the conventional procedure that requires one behavior and two antecedent stimulus conditions. In this procedure, responses are reinforced in the presence of the stimulus condition SD, but not in the presence of the other stimulus condition, S∆.

Step-by-step explanation:

1. A stimulus (SD) is presented, signaling that reinforcement is available for the specific behavior.
2. The individual performs the desired behavior in the presence of SD.
3. The behavior is reinforced (e.g., through reward or praise), strengthening the association between the behavior and SD.
4. Another stimulus (S∆) is introduced, signaling that reinforcement is not available for the behavior.
5. The individual performs the behavior in the presence of S∆.
6. The behavior is not reinforced in the presence of S∆, allowing the individual to learn that this specific behavior is not effective in this condition.

Through this procedure, the individual learns to perform the desired behavior only in the presence of the SD stimulus, while refraining from performing the behavior in the presence of the S∆ stimulus.

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The conventional procedure you are referring to is known as discrimination training. It involves one behavior and two antecedent stimulus conditions, the SD (discriminative stimulus) and the S∆ (delta stimulus).

The procedure you are referring to is called the Discrimination Training Procedure, which is a method used to teach animals and humans to discriminate between two stimuli. The conventional procedure requires presenting one behavior and two antecedent stimulus conditions.

This means that the individual is asked to perform a specific action or behavior when presented with a particular stimulus, but not when presented with another stimulus.
In this procedure, responses are reinforced in the presence of one stimulus condition, the SD, but not in the presence of the other stimulus, the S∆. This means that if the individual performs the desired behavior when presented with the SD, they will receive some form of reward or reinforcement. However, if they perform the behavior when presented with the S∆, they will not receive any reward or reinforcement.

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The moment a component is added to the design, the move dialog box opens,It is true.

Which of the following keys is a standard shortcut for the Zoom Fit tool?

Scale to fit (shortcut: f, double-click scroll wheel) - Click this command to enlarge the entire Part Studio, Assembly, or Drawing. You may also use the shortcut key to do so.Typewriter and mouseTo zoom in or out, scroll your mouse wheel up while holding down the Ctrl key. You may already use this to zoom in and out on your browser, for instance.typing justTo zoom out or in on a webpage or document, hold down Ctrl while pressing the - (minus) or + (plus) key. You can utilize the - and + keys on the numeric keypad as well as those next to the backspace key restore the zoom setting Press and hold to restore the zoom to the default setting.

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To write a method to compute the average of an int array and return the value as a double, we need to define the method with two parameters - the int array and the number of elements in the array. This method will take the array and the number of elements as input, and then compute the average of the array.

The steps for writing this method are as follows:
First, we define the method with the name "computeAverage" and two parameters - the int array and the number of elements in the array.
public static double computeAverage(int[] array, int numOfElements) {
Next, we declare a variable to store the sum of all the elements in the array.
int sum = 0;
Then, we use a loop to iterate through the array and add up all the elements.
for (int i = 0; i < numOfElements; i++) {
sum += array[i];
}
After that, we calculate the average by dividing the sum by the number of elements in the array.
double average = (double) sum / numOfElements;
Finally, we return the average.
return average;
}
This method takes an int array and the number of elements in the array as parameters, and returns the average as a double. We can call this method from another part of our code by passing in the array and the number of elements as parameters.
In summary, the method "computeAverage" takes an int array and the number of elements in the array as parameters, computes the average of the array, and returns the average as a double. The steps involved in writing this method include declaring a variable to store the sum of all the elements, using a loop to add up all the elements, calculating the average, and returning the average.

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In an electric field, a capacitor is a device that stores electrical energy. It has two terminals and is a passive electrical component. Capacitance refers to a capacitor's effect.

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Desktop publishing (DTP) is the use of personal computers to design books and booklets that are intended to be printed by ink jet or laser printers. The software that supports desktop publishing has a WYSIWYG graphical user interface (GUI) to make the set-up for publishing as easy as possible.

(a) The pressure and volume of the third state point located midway between the first two state points will be approximately 35 Bar and 400 li, respectively.

(b) The pressure and volume of the state point located at the junction of the two legs of the right triangle will be approximately 40 Bar and 250 li, respectively.

(a) To find the pressure and volume of the third state point, we can use the concept of linear interpolation. Since the two given state points are joined by a straight line, we can determine the pressure and volume at the midpoint by taking the average of the corresponding values of the two points. Thus, the pressure at the third state point is (60 + 10)/2 = 35 Bar, and the volume is (100 + 700)/2 = 400 li.

(b) In a right triangle, the hypotenuse represents the straight line joining the two state points. By using the Pythagorean theorem, we can calculate the length of the hypotenuse, which corresponds to the pressure and volume at the junction of the two legs. The difference in pressure between the two state points is 60 - 10 = 50 Bar, and the difference in volume is 700 - 100 = 600 li. Treating these differences as the legs of a right triangle, we can calculate the hypotenuse length using the theorem. The pressure at the junction point is given by sqrt((40^2) + (50^2)) = 40 Bar, and the volume is sqrt((250^2) + (600^2)) = 250 li.

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Answer:

Explanation:

From the information given:

original diameter \(d_o\) = 10 mm

final diameter \(d_f =\) 7.5 mm

Cold work tensile strength of brass = 380 MPa

Recall that;

\(\text {The percentage CW }= \dfrac{\pi (\dfrac{d_o}{2})^2 - \pi(\dfrac{d_f}{2})^2 }{\pi(\dfrac{d_o}{2})^2} \times 100\)

\(\implies \dfrac{\pi (\dfrac{10}{2})^2 - \pi(\dfrac{7.5}{2})^2 }{\pi(\dfrac{10}{2})^2} \times 100\)

\(\implies43.87\% \ CW\)

→ At 43.87% CW, Brass has a tensile strength of around 550 MPa, which is greater than 380 MPa.

→ At 43.87% CW, the ductility is less than 5% EL, As a result, the conditions aren't met.

To achieve 15% EL, 28% CW is allowed at most

i.e

The lower bound cold work = 15%

The upper cold work = 28%

The average = \(\dfrac{15+28}{2}\) = 21.5 CW

Now, after the first drawing, let the final diameter be \(d_o^'\); Then:

\(4.5\% \ CW = \dfrac{\pi (\dfrac{d_o^'}{2})^2 - (\dfrac{7.5}{2})^2}{\pi (\dfrac{d_o^'}{2})^2}\times 100\)

By solving:

\(d_o^'} = 8.46 mm\)

To meet all of the criteria raised by the question, we must first draw a wire with a diameter of 8.46 mm and then 21.5 percent CW on it.

US import oil because it is cheaper to import oil than to produce it

Importation is a way of bringing in goods and services from neighbouring country into your country.

Countries import because it helps them to supply high cost and scarce resources to its market with products from other countries at a very cheap rate.

Hence we can conclude that US import oil because it is cheaper to import oil than to produce it.

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Answer:

because it is cheaper to import oil than to produce it

Explanation:

d on edge2023

As the temperature of the material increases, the potential energy of the molecules increases. Thermal expansion occurs due to changes in temperature, and interatomic distances increase as potential energy increases.

Thermal expansion is used in a variety of applications such as rail buckling, engine coolant, mercury thermometers, joint expansion, and others.

It is to be noted that an application of the concept of liquid expansion in everyday life concerns liquid thermometers. As the heat rises, the mercury or alcohol in the thermometer tube moves in only one direction. As the heat decreases, the liquid moves back smoothly.

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The T wave on an ECG tracing represents the repolarization of the ventricles of the heart.

During the cardiac cycle, the heart undergoes a series of electrical and mechanical events that are reflected in the ECG tracing. The T wave is the last wave in the ECG cycle and is generated by the repolarization of the ventricles. Repolarization refers to the period when the cells in the ventricles reset their electrical charges to their resting state after the depolarization phase that generates the QRS complex. The T wave is typically a small, rounded wave that follows the QRS complex and is normally in the same direction as the QRS complex. The shape and duration of the T wave can provide important information about the health of the heart, as abnormalities in the T wave can be indicative of certain cardiac conditions such as myocardial ischemia or electrolyte imbalances.

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Answer:

d

Explanation:

i did the test

Answer:

'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​

'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​v'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'स माचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​'समाचार पत्र में लेख लिखना' किस मौलिक अधिकार का उदाहरण है?​

Explanation:

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Gagampanan ko na,aking mga pangako

Upang 'di mag hiwalay,magkaibigang tunay.

The tests is used to characterize asphalt binder abecause they help determine the binder's resistance to deformation, cracking and aging which are critical factors in pavement durability.

The tests include rotational viscosity test, dynamic shear rheometer test, bending beam rheometer test and the aging oven test in which rotational viscosity test measures the binder's resistance to flow, dynamic shear rheometer test measures the binder's resistance to deformation and cracking.

The bending beam rheometer test determines the binder's stiffness at low temperatures and aging oven test simulates the effect of aging on the binder which is necessary in predicting the pavement's long-term durability.

Read more about pavement performance

brainly.com/question/30365320

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Answer:

a) 15.075  , b ) 12.9

Explanation:

pressure on cylindrical vessel = 1.7 MPa

Twisting moment due to pressure = To of  8( 10^6 ) N-m

outer diameter of vessel = 2.5 m

wall thickness of vessel = 50 mm

Steel wall uniaxial yield strength = 600 MPa

Calculate the factor of safety

a) assuming a max shear stress yield criterion

safety factor = 15.075

b) assuming a von Mises yield criterion

safety factor = 12.9

attached below is the detailed solution of the problem