Question

Area under a curve (Calculus)

Answer 1

this question is innipropiate close it now

Answer 2

lol

Answer 3

l also need to include what G(x) is

Answer 4

\[G(x)=\int\limits_{-2}^{x}f(t)dt\]

Answer 5

Find the value of G(-4)

Answer 6

break your graph into 3 pieces
3 intervals in which you get 3 different equations

Answer 7

ok so I am looking for -2 to -4

Answer 8

my question is do I switch the limits since it should go from -4 to -2

Answer 9

aren't I looking for the area under the curve

Answer 10

\(\huge \int \limits_a^b= - \int \limits _b^a\)

Answer 11

so, no...don't switch the limits, add a negative sign instead

Answer 12

Area is 6 but I question myself

Answer 13

-6?

Answer 14

how did u get 6 ?

Answer 15

square of 4 units and triangle on top is 2 units

Answer 16

oh yes, thats correct.
so Area under the curve is 6.
but integral -2 to -4 will becme -6, yes correct

Answer 17

ok one more quick question I have to fine G(3) so that would be -2 to 3