 Hello friends, and how are you all today? The question says find the slope of the tangent to the curve y is equal to xq minus 3x plus 2 At the point whose x coordinate is 3. Here in this question. We need to find the slope of this tangent Let us rewrite the given equation of the curve once again We know that to find out the slope we need to differentiate The equation of this curve that is y with respect to x and on doing so we get dy by dx is equal to 3x square minus 3 right now we need to find out the slope at which x coordinate is 3 so we have dy by dx at x equal to 3 3 into 3 square minus 3 Which is equal to 3 into 9 minus 3 Further equal to 27 minus 3 which is equal to 24 So the answer to the session is 24 So hope you understood the question well and the solution to have a nice day