Differentials
Implicit Differentiation
Linearization
Funzies
100
Compute dy when y(z)=16e^(2z)+cos(z)
dy=(32e^(2z)-sin(z))dz
100
Differentiate this function: 
dy/dx=-x/y
100
Given the function below, find h(2.1) using h=2
h(t) = t^4 - 6t^3 + 3t -7
= -36.7
100
When exactly is Joey graduating? need the time too... dw I'm only jk, haha
Soon enough (May? of 2025)
200
Compute dy for y=x5 - 2x3+7x as x changes from 6 to 5.9
d(y) = -627.1
200
Differentiate this function:
dy/dx=(6x^5-8x)/(6y^2-1)
200
Approximate the value
sqrt(8.9)
using linearization given that
y(x)=sqrt(x)
179/60
200
You guys know Taral's not from around here... How far away do you think her home town is? Wild guesses only!
8,768 mi (From OH to SEZ)
300
300
differentiate this function!
dy/dx=(1-e^x)/-cos(y)
300
Approximate ln(1.1) given that
y(x)=ln(x)
1/10
300
Unc could be of European or even Asian descent, but if he is of European descent, from which country?
Italie! (Ik it's Italy, just thought Italie was cooler)
400
Compute dy and triangley if y=cos(x^2+1)(e^x) as x changes from x=2 to x=2.03
dy=0.9131 and triangley=0.92865
400
Differentiate 
dy/dx=cos(x)/(4e^(4y)+sin(y)
400
Find the linear approximation of the function below!
L(z)=ln(9)+(4/9)(z-2)
400
What is something Kyler likes to eat?
Barrio, he's got Unc liking it too
500
Compute dy and triangley when y=(x^2)/(6e^(x^2)+7x) and x goes from 1 to 1.1.
dy=0.001288
triangle y = 0.002355
500
Find the derivative of
dy/dx=(e^(y^2)-2xsin(x^2+2y))/(-2xye^(y^2)+2sin(x^2+2y)
500
Approximate the function below when x=5.1
=18.3
500
What are our surnames?
Matson
Bhasadia
Tirabassi