Question

If the integral from 2 to 3 of f of x, dx equals 5 and the integral from 3 to 10 of f of x, dx equals 12, then what is the value of integral from 10 to 10 of f of x, dx?

Answer 1

`\int\limits^(10)_(10) {f(x)} \, dx=0`

Explanation:

Question

If
`\int\limits^3_2 {f(x)} \, dx=5` and
`\int\limits^(10)_3 {f(x)} \, dx=12`, then what is the value of
`\int\limits^(10)_(10) {f(x)} \, dx`?

Answer and Explanation

Assuming you typed your question right, since the upper and lower bounds are the same, then there's no area underneath the curve of f(x), so
`\int\limits^(10)_(10) {f(x)} \, dx=0`