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5. Can an integral be used to solve problems in other fields besides math? Yes, integrals can be used to solve problems in various fields such as physics, engineering, economics, and even biology. They are a powerful tool for finding the total value or accumulation of a function in real-...
It's time to visualize the division rule (who says "quotient" in real life?). The key is to see division as a type of multiplication: We have a rectangle, we have area, but the sides are "f" and "1/g". Input x changes off on the side (by dx), so f and g change (b...
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How do you know when to use U-substitution in integrals? What is the lifespan of basophil? How do action potential and resting potential work? How exactly does Newton's First Law of Motion work? What are the stages of the solar nebula hypothesis?
The first part of the fundamental theorem states that if you are evaluating indefinite integrals between two points, all you have to do is subtract the value of the integral at the first point from the value of the integral at the second point. If it sounds complicated, it’s actually a ...
Because the earth and the moon are closer together in the simulation, the moon’s orbital velocity will be faster than in real life, as per Kepler’s second law of planetary motion. To compensate for this, the moon’s starting position is designed to reduce the phase angle appropriately. ...
The cdf for this function does not have a closed form, but it can be approximated with a series of integrals, using calculus. Back to Top How to Calculate a Chi Square Statistic Watch the video for an overview on how to calculate the chi-square statistic by hand: Can’t see the video...
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