I think I have the answer could someone check me please
I think the answer is C
you know that the integral form the lower limit to the upper limit is the area under the curve. if you integrate from a to c and then c to b that is the integral from a to b you should know that if you integrate backwards (right to left... i.e. the lower limit is bigger than the upper limit) you get the negative of integrating left to right.
the first integral a to c - b to c is the same as a to c + c to b = a to b
so then choice D would be a better choice?
choice B a to c - a to b is - (c to b)= b to c
so then choice B would match and then that would be the answer orrect?
choice B is the negative of c to b choice C a to c +c to b is a to b choice D a to b + c to a = a to b - a to c = c to b choice E c to a + b to a = - (a to c ) - (a to b) = - 2*(a to c) - b to c
Ok so then I need to stop second guessing myself cause it is choiceD
right?
@phi are you still there
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