Chapter 4.1, Problem 8E

sec(2) tan(2) – 1 dz 3.

(tan-t)? dt 2 + 1 29. -00 8

S(sec x tan x – 4x³)dx = - o tan x + x4 + c c sec x x4 + c - sec x + xª + c sec x + x4 + c | - x4 + c sec x -

Graph the function f(x) = cos(x) + sin(x) by first graphing y = cos x and y = sin x on the same axes then pick a selection of x values and add their values together to get y values for f(x).  When you've got enough points to see the trend of the graph, connect them to get the final result.

sec(V7) tan(V) dr

How can I find the dependent variable, independent variable, order and linearity (whether linear or non-linear) of this ODE? (sin θ)y′′′ − (cos θ)y = 9.

1. a) Copy and complete the table below: Original Function First derivative Second Derivative f(t)= Original Function First derivative Second Derivative 5 t-3 -5e⁰ - f(z) = ln 100 h(p) = -2e¹-p b) After completing the table in part 1 a) above, copy and complete the table below by stating the name of EACH function used and their respective derivatives:

2 Find the valve of tan (i)

Sin Cos (lanT) Sin(cos(tanx). Find the denivcte usng cham rule. y(K)= Sin Cos(tanTix)