Question

find an expression for the area under the graph of f as limit ( do not evaluate de limits)
f(x)=1+x^4 2<=x<=5

Answer 1

integrate wrt to x using limits of 2 and 5

Answer 2

can u show step by step

Answer 3

ok, first, you integrate 1, which becomes X.

Answer 4

then, you integrate x^4 using the power rule

Answer 5

can you do that?

Answer 6

x+x5/5

Answer 7

x+x^5/5

Answer 8

noo,, wait.. im doing antidivative,, i dont know

Answer 9

no, you got it. Ok. So, evaluate at the upper bound, 5, and then the lower bound, 2. then subtract the upper bound from the lower bound.

Answer 10

ok let me try

Answer 11

reverse what I said, you need to subtract the lower bound from the upper bound.

Answer 12

3

Answer 13

i havent evaluated it yet, lemme try

Answer 14

wait... i subtract the lower from upper 5-2 =3

Answer 15

:(

Answer 16

no, you have an integrated expression which needs to be evaluated...
So, X+x^5/5----plug in 5 for x
then plug in 2 for x and subtract your answers

Answer 17

ohhhh

Answer 18

i have the answer figured, and I'll check yours for you when you get it.

Answer 19

583

Answer 20

?

Answer 21

um, not what I got.

Answer 22

i pluged 2 in
2+2^5/5
5+5^5/5

Answer 23

so
2+32/5=42

Answer 24

evaluated at your upper bound you should have 630. Your lower bound should be 42/5. Subtracting the two should give you 621.6.

Answer 25

2+32/5=42/5

Answer 26

yeaa

Answer 27

=D you got tripped up on the arithmetic. But you know how to integrate, and that's important.

Answer 28

jajajaajjaja

Answer 29

627-8.4=618.6

Answer 30

??

Answer 31

:)

Answer 32

upper bound should be 630.

Answer 33

630-8.4=Correct

Answer 34

wow,,, no that bad in aritmetic
lol

Answer 35

calculator..:)
ok what shoul i do after?

Answer 36

thats it hot rod. Done. You just figured out the area under a curve.

Answer 37

noww
need to estimate de distance using L and R

Answer 38

? huh?

Answer 39

wait.. i have to checp to here i am ok

Answer 40

oh, crap wait.... you weren't supposed to evaluate at the limits were you?