If f(x) is even then \(\int_{-a}^a\)f(x) dx(a) 0(b) 2 \(\int_{0}^a\) f(x) dx(c) \(\int_{0}^a\) f(x) dx(d) -2 \(\int_{0}^a\) f(x) dx

If f(x) is even then \(\int_{-a}^a\)f(x) dx(a) 0(b) 2 \(\int_{0}^a\)

1.	If f(x) is even then \(\int_{-a}^a\)f(x) dx(a) 0(b) 2 \(\int_{0}^a\) f(x) dx(c) \(\int_{0}^a\) f(x) dx(d) -2 \(\int_{0}^a\) f(x) dx
Answer» (b) 2 \(\int_{0}^a\) f(x) dx

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If f(x) is even then \(\int_{-a}^a\)f(x) dx(a) 0(b) 2 \(\int_{0}^a\) f(x) dx(c) \(\int_{0}^a\) f(x) dx(d) -2 \(\int_{0}^a\) f(x) dx

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