Given ∫0πf(x) dx=5\int_{0}^{\pi} f(x) \, dx = 5∫0πf(x)dx=5 and ∫0πg(x) dx=2\int_{0}^{\pi} g(x) \, dx = 2∫0πg(x)dx=2, determine ∫0π(3f(x)−4g(x)) dx\int_{0}^{\pi} (3f(x) - 4g(x)) \, dx∫0π(3f(x)−4g(x))dx.
7
15
8
23