Given ∫4x^3+4e^2x+k intergrated between the bounds of 3 and 0 equals 2(46+e^6). Find k.

Sorry I couldn't write the question properly in the question box. The question should read:Given ∫304x3+4e2x+k dx = 2(46+e6)Find K.Step 1- Intergrate ∫304x3+4e2x+k x4+2e2x+kx+cStep 2- Sub in bounds (34+2e6+3k+c)-(04+2e0+0k+c)Step 3- Simplify 81+2e6+3k-1Step 4- Equate to Answer 80+2e6+3k = 2(46+e6)Step 5- Simplify k = 4

CM

Related Maths A Level answers

All answers ▸

What is the sum of the infinite geometric series 1 + 1/3 + 1/9 +1/27 ...?


Solve 8(4^x ) – 9(2^x ) + 1 = 0


Where does the circle equation come from?


I know how to integrate, but I still never see any real world example of it, so it is difficult to understand. Why is it useful?