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Math Short Answer

1. If f(t) is measured in dollars per year and t is measured in years, what are the units of [the definite integral from a to b] of f(t) dt? 2. Given [the integral from 1 to 3] of v(t) dt is the velocity in meters per second and t is the time in seconds, explain in words what the integral represents and give unit 3/ Why is important to know the theoretical foundations of the integral (area under a curve), especially for integrands that do not have antiderivatives? Explain. How does this relate to the theoretical foundations of the will of God (being familiar with God and His Word) and understanding the will of God for your own life?