1
answer
0
watching
122
views
10 Nov 2019
1) Evaluate the indicated limits by direct evaluation. Change the form of the function where necessary.
a) limx-->12x-12-12x-2
b) limx-->â1-2x24x+32
2)Calculate the slope of the line tangent to the following curve at the given point:
y=1-12x2 at P=(2,-1)
3)find the indicated derivative using the definition:
dydx fi y=2x3
4)Find the derivative of the function by using the definition: y=4(x-4)
5) Find the derivative of the function by using the definition. Then, evaluate the derivative at the given point:
y=2x2-3x P=(-1,5)
PLEASE SHOW ALL WORK!
1) Evaluate the indicated limits by direct evaluation. Change the form of the function where necessary.
a) limx-->12x-12-12x-2
b) limx-->â1-2x24x+32
2)Calculate the slope of the line tangent to the following curve at the given point:
y=1-12x2 at P=(2,-1)
3)find the indicated derivative using the definition:
dydx fi y=2x3
4)Find the derivative of the function by using the definition: y=4(x-4)
5) Find the derivative of the function by using the definition. Then, evaluate the derivative at the given point:
y=2x2-3x P=(-1,5)
PLEASE SHOW ALL WORK!
Sixta KovacekLv2
14 Mar 2019