Question

Find the area of the regions between y=x^2 and y=x^3 for less than equal to x less than equal to 1.

Answer 1

your missing part of the interval

Answer 2

if the interval in question has overlaps functions, you will need to define those overlapping points

Answer 3

less than equal to 0 x less than equal to 1.

Answer 4

then its jsut an intgration of the difference between 0 and 1; drop the sign if you get a negative

Answer 5

\[\left|\left|~\int_{0}^{1} ~(f-g)~dx~\right|\right|\]

Answer 6

thank you

Answer 7

youre welcome

Answer 8

my answer didnt match with the one in d book