lim (7x-21)/(x^2-9)
x=3
7/6
discontinuity for f(x)= (3)/(x-4) x<2
6x+1 x>= 2
jump
derivative of X^2-3x+7 and slope of tangent line at -5
-13
A 20 ft ladder is leaning against a wall. The base is 8 ft from the wall. Push the bottom of the ladder toward the wall at 1ft/sec. How fast is the ladder moving up the wall 5 sec after we start?
.152
lim (square root of x+7)-3/(x^2+2x-8)
x=2
1/36
lim 5x-8=7 E=.2
x=3
delta= .04
lim (cosh-1)/h
h=0
0
Use linear approx for 1/-.8
-.2
solve sec^2x+3secx=-2
pi, 2pi/3, 4pi/3
lim 5x-8=7
x=3
E/5
y= sinx+3tanx
No solution
find mins and maxs for f)x)=x4-8x3+7
local min at (6,-425)
f(x)={x^2+x-2 x<1
{5/x x>= 1
find lim as x approaches 4 and limit as x approaches 1
5/4 and 0&5
lim 3x+1=6
x=2
no answer
f(x)=5cotx +(3cscx)/2
-.5cscx(10cscx-3cotx)
Use rolles thm for F(x)= (x2+8)/(3x-4) [-6,0]
(4-2square root of 22)/(3)
sketch y=4sin(3x)
show later
lim (5)/(x-4)2=infinity
x=4
square root of 5/n
find equation of tangent line (-1,-1) for
x4y-xy3=-2
y=(-5/4)x-(9/4)
lim x2lnx
x=0+
0