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4. Write a program to calculate and display the result of a second order equation where

Y = 18.65 - (2888.13)x, corresponds to lnP = constant - ( (Subscript[\[CapitalDelta], vap]H)/R) 1/T,

I΄(t) + (a+bt) I(t) = –[ α + β I(t) + γt]with I(t1)=0,0 ≤ t ≤ t1

Show all of your calculations and processes. Describe your answer for each question in complete sentences, whenever it is necessary.

A particle is moving along the x-axis. For 0≤t≤10, the velocity of the particle is given by the function v(t)=(t^2-2t)^2-5-t^3 and the position of the particle is given by s(t). The initial value is s(0)=5.

A) The three equations are: y= 1 sin (0.2731819699*x), y= 1 sin (0.2243994753*x) and y= 1 sin (0.1903995548*x). In order to find the equations of the functions for the 3 biorhythms I used the equation (2XPi)/the period of the graph.

ƒ(x): 5, -5, 10, -10, 15, -15, 20, -20, 25, -25, 30, -30 40, -40, …

position x for all time t ≥ 0. However, we must add some additional information

The most important information I needed was the graph and table. To solve the problem I needed my equation and I needed the graph to get the rise and run to find it.I was planning to begin with the graphing. Then find the best fit and with the best I found the rise and run. Last I got what I needed to find the equation and solve the problem.

Should yield results for t that when added are equal to five. The rates and times that appear to most closely work are;

I used the given information and set up my compostie function to be A(r(T) = 3.14(5T)^2

sin2 x + 4 sin x + 3 3 + sin x 12. = 2x cos 1 sin x 13. cos x 1 sin x tan x = sec x 1 + sin x cos2 x

TRUE/FALSE. Write 'T ' if the statement is true and 'F ' if the statement is false.

The following answers were discovered using the x = -b / 2a formula. x co-ordinates in question 1.

Do we have to restrict ourselves to whole numbers as values for k? No, we may take any value for k as long as it larger than 1. For instance, for k = 2.5 we get the result that [pic] in the interval [pic] years