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 Form 2008

2008-2025 Form

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all right this is number four from the 2008 formb calc AB exam and you're just given a function has to do some stuff for it so uh the function is f ofx which is the integral from 0 to 3x of the < TK of 4 + t^2 DT first part is we need to find frime of X so this is second fundamental theorem so it is the uh function the integran there evaluated at the upper bound make sure the upper bound is the function and then times the derivative of the upper bound so times three in this case and I will simplify this so 4 + 9 x^2 so 3 < TK of 4 + 9 x^2 all right next part we are told that g of X is f of sin of X and we're ask to find G Prime so G Prime is going to be FR Prime of the inner function which is s of x times the derivative of the inner function so derivative of s is cosine and then we just found fime so let's substitute in so we get this and that is g Prime all right for the next question we are asked to find the equation of the tangent line to y = g

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