What is the difference between definite and indefinite integrals?
Definite integrals produces a numerical answer. It is asking the question: what is the area under the curve f(x) between x=a and x=b.
Indefinite integrals produces a function. It is asking the question: what function F(x), when differentiated, gives f(x). The answer is a function of x + c (where c is an arbitrary constant)
SH
Related Maths A Level answers
All answers ▸Differentiate: ln((e^x+1)/e^x-1))
You're on a game show and have a choice of three boxes, in one box is £10, 000 in the other two are nothing. You pick one box, the host then opens one of the other boxes showing it's empty, should you stick or switch?
If z is a complex number, solve the equation (z+i)* = 2iz+1 where the star (*) denotes the complex conjugate.
Given that x = 4sin(2y + 6), Find dy/dx in terms of x