Question

How can I solve the following attached calc problem?

Answer 1

Sample problem:

Answer 2

\[\int_a^b (f(t)+g(t)) dt=\int_a^b f(t)dt+\int_a^b g(t)dt\]

Answer 3

\[\sqrt[3]{t} = t ^{1/3}\]

Answer 4

\[\int\limits_{-1}^{1}t ^{1/3}-4\]

Answer 5

Do you know what to do from there?

Answer 6

No

Answer 7

Do you have a calculus textbook?

Answer 8

This is one of the first things you learn when integrating variables.

Answer 9

Yes but problems like these aren't provided as examples. These are basically challenges.

Answer 10

Add one to the exponent and divide the term by that sum.

Answer 11

\[\int\limits_{}^{}t ^{1/3} = {3 \over 4}t ^{4/3}\]

Answer 12

\[\int\limits_{?}^{?}-4 dt = -4t\]

Answer 13

3/4t^4/3 - 4t

Answer 14

then: (3/4-4)-(3/4+4). Right?

Answer 15

\[{3 \over 4}t ^{4/3}-4t\]

Answer 16

Close. (-1)^(4/3) = -1

Answer 17

{(3/4) - 4} - {(-3/4) + 4}

Answer 18

Answer: -8

Answer 19

What about this:

Answer 20

Sample:

Answer 21

No. Not -8

Answer 22

But that's what I plugged in and it's right.

Answer 23

You had the equation worked out wrong.

I said "Close".

Answer 24

I mean, expression. You had the expression written out wrong based on the -1.