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Part 2. Slope of a Tangent Line and Derivatives of Algebraic Functions Direction: Determine the first derivative and slope of the function given its point of tangency. 1. y-5x P(2,5) 2. y = 8x - 2x' + 5x - 1 P(-3,2) 3. у-8 P(0,1) 4. y= (r -x)(x+ 1) P(-1,9) 5. y= P(-2,8)

Part 2. Slope of a Tangent Line and Derivatives of Algebraic Functions Direction: Determine the first derivative and slope of the function given its point of tangency. 1. y-5x P(2,5) 2. y = 8x - 2x' + 5x - 1 P(-3,2) 3. у-8 P(0,1) 4. y= (r -x)(x+ 1) P(-1,9) 5. y= P(-2,8)

Calculus For The Life Sciences
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter3: The Derivative
Section3.5: Graphical Differentiation
Problem 2E
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Part 2. Slope of a Tangent Line and Derivatives of Algebraic Functions Direction: Determine the first derivative and siope of the function given its point of tangency. 1. y= 5x P(2,5) 2. y = 8x - 2x' + 5x - 1 P(-3,2) 3. у-8 P(0,1) 4. y = (x -x)(x+ 1) P(-1,9) 5. y- P(-2,8)
Transcribed Image Text:Part 2. Slope of a Tangent Line and Derivatives of Algebraic Functions Direction: Determine the first derivative and siope of the function given its point of tangency. 1. y= 5x P(2,5) 2. y = 8x - 2x' + 5x - 1 P(-3,2) 3. у-8 P(0,1) 4. y = (x -x)(x+ 1) P(-1,9) 5. y- P(-2,8)
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