Question: Determine whether the following statement is true or false. One can always have fcircleg = gcirclef. Question content area bottom Part 1 Choose the correct

Determine whether the following statement is true or false. One can always have fcircleg = gcirclef. Question content area bottom Part 1 Choose the correct answer below. A. The statement is true because (fcircleg)(x)equalsf(g(x)), (gcirclef)(x)equalsg(f(x)), and f(g(x))equalsg(f(x)). B. The statement is false because (fcircleg)(x)equalsf(x)g(x), (gcirclef)(x)equalsg(x)f(x), and f(x)g(x)not equalsg(x)f(x). C. The statement is true because (fcircleg)(x)equalsf(x)g(x), (gcirclef)(x)equalsg(x)f(x), and f(x)g(x)equalsg(x)f(x). D. The statement is false because (fcircleg)(x)equalsf(g(x)), (gcirclef)(x)equalsg(f(x)), and f(g(x))not equalsg(f(x)

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