I am trying to solve the following problem for c.   P(t

The population Pinmillions of Texas from 2001 through 2014 can be approximated by the model P=20.913e0.0184t, where t represents the year, with t=1 corresponding to 2001. According to this model, when will the population reach 32 million?

I am having trouble solving this problem. I believe z= 3.2?

Hello I need help in solving this problem thank you!

for some reason the last person declined and i don’t know why, so i’m going to try and ask the question again “in the circle above FC=10 FB=x+10 EF=6 and DF=5x x=___”

I can not seem to get 1/π. My professor insisted the answer be 1/π. But I've kinda worked out and wanted to see if I'm on the right track. I need help for 1b.

Steven's Cat Math: This weekend I observed a cat, known as Fluffy, running across a branch and attempting to jump up to another tree. Unfortunately, Fluffy missed the other tree and fell to the ground. Luckily, Fluffy was uninjured! The mathematician in me analyzed the situation and came up with the following: Let: h= Fluffy (m) t=time (sec) Equation: h = -9.8(m/sec)t² + 5(m/sec)t + 11(m) h = OR - 9.8t² + 5t + 11 1) At 0.255 seconds, Fluffy reaches the peak of his trajectory. How high was fluffy before he began to fall? 2) How high was Fluffy before he jumped? 3) About how long was Fluffy falling before reaching the ground? (When would h=0 ft?) # (How to plot in graph) 4) Using the information from questions #1-3, sketch the graph the represents the Fluffy's height vs. time. Label your both axes, 10 5 0 0,5 5) From the equation, how fast was Fluffy running when he jumped? 15 2

Can you help mw with this problem? I don’t really understand it!

At the end of the semester the teacher thinks it is a good idea to give z scores instead of your raw score for the class, but you really want to know your raw score. Solve for your raw score with the following information z= 2.45, µ=70 and the σ=5

2. A police officer used the model d 0.1v2 +1.1v for a car's stopping distance, where v is the car's speed in miles per hour. Is there overspeeding if a driver leaves 5 car lengths, approximately 75 fect, between him and the driver in front of him? What is the maximum speed he can drive and still stop safely?