diffcalcsecondpartialreview

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Post on 27-Jun-2015

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Estas son las transparencias de mi repaso para el segundo examen parcial de Cálculo diferencial en el pizarrón electrónico.

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Page 1: DiffCalcSecondPartialReview

Second Partial Review.Is f(x) continuous at the given point? Which condition fails? What type of discontinuity is it?

, at x = 1.

Page 2: DiffCalcSecondPartialReview

Find the following limit.

Page 3: DiffCalcSecondPartialReview

Find the following limit.

Page 4: DiffCalcSecondPartialReview

Find the following limit.

Page 5: DiffCalcSecondPartialReview

True or False:

If a function is defined at x = a, then it is continuous at that point.

Page 6: DiffCalcSecondPartialReview

True or False:

Page 7: DiffCalcSecondPartialReview

True or False:

Page 8: DiffCalcSecondPartialReview

When a ball is dropped from a height of 256 feet, the distance it travels in t

seconds is given by s = 16 t2.Find the velocity at t = 2 seconds.

Page 9: DiffCalcSecondPartialReview

True or False:

If f(x) = x2 and g(x) = x -2, then f(x) - g(x) = x2 - x - 2.

Page 10: DiffCalcSecondPartialReview

Find the following limit.

Page 11: DiffCalcSecondPartialReview

Find the following limit.

Page 12: DiffCalcSecondPartialReview

Suppose that a ball is thrown straight upward so that its heightf(x) (in feet) is given by the equation

f(x) = 96 + 64x - 16x2,where x is time (in seconds).Find the instantaneous velocity at x = 1.