3. A car traveling at 90 kph is passed by a second car going in the same direction at a constant speed. After 30 seconds, the two cars are 500 meters apart. Find the speed of the second car.

Q: WOW THANKS! Can you help with question 18 too? I realized I already answered 20 after i sent it

A: Here is the solution:

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A: Introduction: It is required to find the score on the sixth test, to ensure an average of 70.

Q: Hello, thank you for your answer but where is the rest?

A: given figure

Q: hello, i need the answer for the second question as well. thank you

A:

Q: the up numbers are all wrong it says

A: It is given that the class width is 10 and the lower limit is 30.

Q: 3Cant understand this, please  Write on paper and write the question too so I can print

A:

Q: Consider the following. u 3 (-4, =(-4, 6), v = (1, 1) (a) Calculate projy u.

A: Since you have asked multiple questions in a single request, we would be answering only the first…

Q: It's only one question but it has 3 parts. Here I spend one more question can you please do the…

A:

Q: 3 4 B 2.

A: 23.(i)

Q: Please

A: Here we find solution by Gauss Jorden Method, Inverse of matrix method and varify it.

Q: The first 3 are correct last two need to be fixed

A: The objective is to fill the blanks.

Q: Thank you for your help!  I was wondering if the last box with the answer -3 is actually 3?

A: Apologies for the inconvenience. Yes you are right. We are extremely sorry. It was a writing…

Q: This was not the correct answer, could you please try again and get back to me?

A:

Q: Since this is a second question, can you answer the other 2 sub parts

A:

Q: I need all questions solution please.

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Q: What's the answer to letter "B".  Be more specific please.

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Q: can you list the solution as  1 ,2 ,3 ,4 so i can understand and write the answers

A: can you list the solution as  1 ,2 ,3 ,4 so i can understand and write the answers

Q: Problem #6: Evaluate the following integrals. (a) V3 3 dx 1+ 0. (b) ( Va (1 + 4x³ ) dx

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A: To find P(T≤1) for a random variable T that follows a Gamma distribution with parameters α=4 (shape…

Q: Could I have an explanation with answer so I know how to teach my son, thank you for all the help!

A:

Q: question Q3B

A: For the process to be Covariance Stationary, EYt = 207 ∀t