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\[\int\limits_{-9ts}^{-5t+6s}\cos ^{3}(x) dx\]

ummmm......... i dont really know...

i spose its possible, just use those"equations" as the F(x) stuff in the end

you might want to go about "reducing" the integrand to an addition of sin and cos....maybe

cos cos^2
cos(1-sin^2)
cos(x)(1 - (1-cos(2x)/2)) ... along those lines eh?

yeah thats what i was going to say

well say it again then :)

integral of sin^2 is known as -x/2 + sincos/2
so you could use that