1. Find the derivative: f (x)= 3t Use f'(x), f "(x) to sketch the graph t° +5 2. Find a point on the curve y = e¯* , where the slope of tan gent line is 3. 3.4#17 Find Re venue function R(g), Average cost A(q) and the level of production q where profit function P(q) is max imized, 1 if p(q)=49-q, C(q) =-q² +4q +200 8 %3D 3.4 #27 Deter min e whether demand is elastic if D(p)%3= 3000 --100; p= 10 4. Let f(x)= In(1+x²). What is lim f '(x)? X 00 5. Find linearization for f (x)= Jx near x = a and use it to approximate 4.05 f(x) =Vx near a = 4)

Question

How do you solve 1 and 2

1. Find the derivative:
f (x)=
3t
Use f'(x), f "(x) to sketch the graph
t° +5
2. Find a point on the curve y = e¯* , where the slope of tan gent line is
3. 3.4#17 Find Re venue function R(g), Average cost A(q)
and the level of production q where profit function P(q) is max imized,
1
if p(q)=49-q, C(q) =-q² +4q +200
8
%3D
3.4 #27 Deter min e whether demand is elastic if D(p)%3=
3000
--100; p= 10
4. Let f(x)= In(1+x²). What is lim f '(x)?
X 00
5. Find linearization for f (x)= Jx near x = a
and use it to approximate 4.05
f(x) =Vx near a =
4)
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Math
Calculus

Derivative

Transcribed Image Text

1. Find the derivative: f (x)= 3t Use f'(x), f "(x) to sketch the graph t° +5 2. Find a point on the curve y = e¯* , where the slope of tan gent line is 3. 3.4#17 Find Re venue function R(g), Average cost A(q) and the level of production q where profit function P(q) is max imized, 1 if p(q)=49-q, C(q) =-q² +4q +200 8 %3D 3.4 #27 Deter min e whether demand is elastic if D(p)%3= 3000 --100; p= 10 4. Let f(x)= In(1+x²). What is lim f '(x)? X 00 5. Find linearization for f (x)= Jx near x = a and use it to approximate 4.05 f(x) =Vx near a = 4)