Differentiate: (x+1)2
2(x+1)
Differentiate: 8x2+y2=10
y'=-8x/y
find (f-1)': f(x)=x3-1, y=7
Differentiate: y=tan-1(ex)
y'=ex/(1+e2x)
How many dogs does Mr. Rivas Have?
2 dogs
Differentiate: (4-x2)3
-6x(4-x2)2
Differentiate: 5x2-xy-4y2=0
dy/dx=(10x-y)/(x+8y)
f(x)=(4/x)+12, find g'(10). g is the inverse of f
g'(10)=-1/16
Differentiate: y=cos-1(x3)
y'=(-3x2)/sqrt(1-x6)
How many years has Mr. Rivas been teaching?
5 years
Differentiate: cos(e5x)
-5sin(e5x)
Differentiate: sinx+2cos2y=1
dy/dx=(cosx)/(4sin2y)
find [f-1(x)]': f(x)=x3+2x-1, y=2
[f-1(x)]'=1/5
Differentiate: y=tan-1(cosx)
y'=-sinx/(1+cos2x)
How many years has Mr. Rivas been at Central?
4 years
Differentiate: tan2(e2x+3)
4tan(e2x+3)sec2(e2x+3)
Differentiate: cos(xy)=xy
dy/dx=-y/x
If f(3)=8 and f'(3)=5, what do you know about [f-1(x)]'?
[f-1(x)]'=1/5
differentiate: y=ln|sin-1x|
y'=1/((sin-1x)(sqrt(1-x2)))
What is Mr. Rivas' conference period?
8th period
Differentiate: xcos(lnx)
cos(lnx)-sin(lnx)
find d2y/dx2: 5x2-2y2=4
d2y/dx2=-5/y3
Let f(x)=x3+x-2, and let g be the inverse function. Evaluate g'(0)
g'(0)=1/4
Differentiate: y=3arctan(e3x)
y'=(9e3x)/(1+e6x)
How old is Mr. Rivas?
29