Question: Turn in the following problems:Consider the graph below. Assume that x>alimxf(x)=00af(x)dxaf(x)dxag(x)dx0ag(x)dxa1f(x)dxx.Suppose that limxf(x)=0 and both 0af(x)dx and af(x)dx converge. Determine if each of the following

Turn in the following problems:Consider the graph below. Assume that x>alimxf(x)=00af(x)dxaf(x)dxag(x)dx0ag(x)dxa1f(x)dxx.Suppose that limxf(x)=0 and both 0af(x)dx and af(x)dx converge. Determine if each of the following integrals converge, diverge, orif you cannot conclude the convergence or divergence of the integral. Be sure to provide reasoning for your answers.(a)ag(x)dx(b)0ag(x)dx(c)a1f(x)dx0 when x.Suppose that limxf(x)=0 and both 0af(x)dx and af(x)dx converge. Determine if each of the following integrals converge, diverge, orif you cannot conclude the convergence or divergence of the integral. Be sure to provide reasoning for your answers.(a)ag(x)dx(b)0ag(x)dx(c)a1f(x)dx0 when x>a and 0 when x.Suppose that limxf(x)=0 and both 0af(x)dx and af(x)dx converge. Determine if each of the following integrals converge, diverge, orif you cannot conclude the convergence or divergence of the integral. Be sure to provide reasoning for your answers.(a)ag(x)dx(b)0ag(x)dx(c)a1f(x)dx

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