What is Unreal Engine? What can you create with Unreal Engine?

Answers

Answer 1

Answer:

is a game engine developed by Epic Games

Explanation:

Unreal Engine (UE4) is a complete suite of creation tools for game development, architectural and automotive visualization, linear film and television content creation, broadcast and live event production, training and simulation, and other real-time applications.


Related Questions

Show that the heat rejected per stage per kg of air in a reciprocating compressor with perfect intercooling is given by ((Cp+Cv(y-n÷n-1))(T2-T1)​

Answers

Total heat rejected by compressor = Heat rejected by compression + Heat rejected by intercooler

Heat rejected by compression :

Q = (y - n)/(y - 1) • W

Q = (y - n)/(y - 1) • R(T2 - T1)/(n - 1) ... (i)

Heat rejected by intercooler :

Q = Cp(T2 - T1) ... (ii)

Sum of (i) and (ii) :

Q = (i) + (ii)

Q = (y - n)/(y - 1) • R(T2 - T1)/(n - 1) + Cp(T2 - T1) ... (iii)

Remember that :

R = Cp - Cv

y = Cp/Cv

So :

R = yCv - Cv

R = Cv(y - 1) ... (iv)

Now, subtitute (iv) to (iii) :

Q = (y - n)/(y - 1) • Cv(y - 1)(T2 - T1)/(n - 1) + Cp(T2 - T1)

Q = (y - n)/(n - 1) • Cv(T2 - T1) + Cp(T2 - T1)

Q = [Cp + Cv • (y - n)/(n - 1)] • (T2 - T1)

Hope this help

What is avg, the phase difference between the two original phasors for which the amplitude of the combined phasors is equal to Asum,avg? Give your answer for avg as an angle between 0o and 180o.

Answers

The amplitude of the combined phasors is equal to 0° (0 degrees). This value is used in electricity.

What is a phasor?

A phasor is a complex number that describes the amplitude of a particular sinusoidal voltage and current.

In a phasor, the angular frequency, amplitude, and initial phase can be considered as time-invariant.

The angular frequency can be defined as the scalar measure of the rotation rate.

Learn more about phasors here:

https://brainly.com/question/4425414

When installing an engine on an engine stand for disassembly, Technician
A says to always be sure the stand is rated at or above the engine's
weight. Technician B says the engine's center of gravity must be balanced
on the stand for safety. Who is correct?
Select one:
A. Technician A
B. Technician B
C. Both A and B
D. Neither A nor B

Answers

Answer:

The answer is D

Explanation:

Because neither of them are wrong I dont know how to really tell you!

A highway has the following pavement design
daily traffic: 300 single axles at 10,000 lb each, 120
single axles at 18,000 lb each, 100 single axles at
23,000 lb each, 100 tandem axles at 32,000 lb each,
30 single axles at 32,000 lb each, and 100 triple axles
at 40,000 lb each. A flexible pavement is designed to
have 4 inches of sand-mix asphalt wearing surface, 6
inches of soil-cement base, and 7 inches of crushed
stone subbase. The pavement has a 10-year design
life, a reliability of 85%, an overall standard
deviation of 0.30, drainage coefficients of 1.0, an
initial PSI of 4.7, and a TSI of 2.5. What is the
minimum acceptable soil resilient modulus?

Answers

Answer:

pay attention in class how about that

Explanation:

thats the answer

Suppose that 42\%42%42, percent of students of a high school play video games at least once a month. The computer programming club takes an SRS of 303030 students from the population of 792792792 students at the school and finds that 40\%40%40, percent of students sampled play video games at least once a month. The club plans to take more samples like this. Let \hat p p ^ ​ p, with, hat, on top represent the proportion of a sample of 303030 students who play video games at least once a month. What are the mean and standard deviation of the sampling distribution of \hat p p ^ ​ p, with, hat, on top? Choose 1 answer: Choose 1 answer: (Choice A) A \begin{aligned} \mu_{\hat p}&=0.42 \\\\ \sigma_{\hat p}&=\sqrt{\dfrac{0.42\left(0.58\right)}{30}} \end{aligned} μ p ^ ​ ​ σ p ^ ​ ​ ​ =0.42 = 30 0.42(0.58) ​ ​ ​ (Choice B) B \begin{aligned} \mu_{\hat p}&=(30)(0.42) \\\\ \sigma_{\hat p}&=\sqrt{30(0.42)(0.58)} \end{aligned} μ p ^ ​ ​ σ p ^ ​ ​ ​ =(30)(0.42) = 30(0.42)(0.58) ​ ​ (Choice C) C \begin{aligned} \mu_{\hat p}&=(30)(0.4) \\\\ \sigma_{\hat p}&=\sqrt{30(0.4)(0.6)} \end{aligned} μ p ^ ​ ​ σ p ^ ​ ​ ​ =(30)(0.4) = 30(0.4)(0.6) ​ ​ (Choice D) D \begin{aligned} \mu_{\hat p}&=0.4 \\\\ \sigma_{\hat p}&=\sqrt{\dfrac{0.4\left(0.6\right)}{30}} \end{aligned} μ p ^ ​ ​ σ p ^ ​ ​ ​ =0.4 = 30 0.4(0.6) ​ ​ ​

Answers

Answer:

its A, first choice on khan

Explanation:

12. What procedure should you follow when taking measurements?
A. Verify the tester is accurate,
B. Calibrate the tester.
C. Remove power from the circuit and test for zero volts for safety.
D. Start with the highest scale and work down.

Answers

I think the answer is b
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