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The derivative of y = 3 cos (V1-x²) + (1-x²), can be written as sin ( V1-x² ) – ( 1–x²) }) 3x Determine the value of (X) for X=0.43. (Use three(3) decimal f(x) place. Calculator must be in radian mode)

The derivative of y = 3 cos (V1-x²) + (1-x²), can be written as sin ( V1-x² ) – ( 1–x²) }) 3x Determine the value of (X) for X=0.43. (Use three(3) decimal f(x) place. Calculator must be in radian mode)

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter58: Achievement Review—section Five
Section: Chapter Questions
Problem 30AR: Determine dimension x to 3 decimal places.
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The derivative of y = 3 cos (V1-x²) + (1-x²), can be written as sin ( V1-x² ) – ( 1–x²) }) 3x Determine the value of (X) for X=0.43. (Use three(3) decimal f(x) place. Calculator must be in radian mode)
Transcribed Image Text:The derivative of y = 3 cos (V1-x²) + (1-x²), can be written as sin ( V1-x² ) – ( 1–x²) }) 3x Determine the value of (X) for X=0.43. (Use three(3) decimal f(x) place. Calculator must be in radian mode)
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