$$ \int_0^{2 a} f(x) d x= $$
- A
$2 \int_0^a f(x) d x$
- B
$\int_0^a(f(x)+f(x+a)) d x$
- C
0
- D
$\int_0^{2 a} f(2 a+x) d x$
✓ Correct answer: B
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NewNcert › mathematics › Definite Integration
$$ \int_0^{2 a} f(x) d x= $$
$2 \int_0^a f(x) d x$
$\int_0^a(f(x)+f(x+a)) d x$
0
$\int_0^{2 a} f(2 a+x) d x$
Want the full step-by-step reasoning?
Question ID #183982 · NewNcert