we have to two h(x) = n'(x) = of the function h(x) = h₁(x) = h(x) 1(x) x² √5-3x 11 11 find. = the derivative of order 2 7² 5-3x 1 Differentiating get. √5-3x · Qx - x²-½ (5-3x)²¯.! (-3) (√5-3x.) ² √5-3x 2x + Again differentiating h" (x) = (5-3x) 2.2x (5-3x) + 3x² (5-3x). √5-3x 20x12x² + 3x² (5-3x) 2 20x-9x² (5-3x) 3x2² √√5-3x 2 we get. (5-3x) * (20-18z) – (20x-9x²). 2- (5-3x) = (-3) ((5-32.) ³2) ² we (5-3x)² (20-18x) + 2 (20-9ײ¹) (5-3x) ¹² (5-3x)³ (5-3x) ¹2 (5-3x) (20-18x) + 2/2 (20-9x² (5-3x)² 2 (5-3x)²² 2100-60x-90x + 51x² + ² (20-9x²) } (5-3x.) ³ (5-3x) ²20 200 - 300x + 108 x ² + 180-81x²} 2 (5-3x) 27x²-300x+380 2 (5-3x) = 1/2
we have to two h(x) = n'(x) = of the function h(x) = h₁(x) = h(x) 1(x) x² √5-3x 11 11 find. = the derivative of order 2 7² 5-3x 1 Differentiating get. √5-3x · Qx - x²-½ (5-3x)²¯.! (-3) (√5-3x.) ² √5-3x 2x + Again differentiating h" (x) = (5-3x) 2.2x (5-3x) + 3x² (5-3x). √5-3x 20x12x² + 3x² (5-3x) 2 20x-9x² (5-3x) 3x2² √√5-3x 2 we get. (5-3x) * (20-18z) – (20x-9x²). 2- (5-3x) = (-3) ((5-32.) ³2) ² we (5-3x)² (20-18x) + 2 (20-9ײ¹) (5-3x) ¹² (5-3x)³ (5-3x) ¹2 (5-3x) (20-18x) + 2/2 (20-9x² (5-3x)² 2 (5-3x)²² 2100-60x-90x + 51x² + ² (20-9x²) } (5-3x.) ³ (5-3x) ²20 200 - 300x + 108 x ² + 180-81x²} 2 (5-3x) 27x²-300x+380 2 (5-3x) = 1/2
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.CR: Chapter 3 Review
Problem 59CR
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