For items 1 to 10, determine 1. y = 3x³ + 2x - 5 (A) 9x² + 2 1 √x 1 2√√x 3. y = e-sinz 2. y=-- (A) (A) e-sin(sin x) 4. y = esec² z (A) sec² r tan resec² z 5. y= Arccos(x²) 2x (A) √1 (B)-2 sec x tan esec² z 2x √1 x2 (B) 6. x² + y² = 7 x (A) y x Y (B) 7. y = tan³ (2³) (A) 3x² sec(2³) tan(2³) (B) 9x + 2 8. y = cos(5x) (A) sin(5x) (B) -5 sin(5x) dy dx (B) (B) -3x² sec(2³) tan(x³) (B) e-sin (cos x) 1 2√x (C) 9x² - 2 (C) 1 2√x³ (C)-e-sin (cos x) (C) (D) (C) (C) 2 sec² x tan x esec² a (D) 2 sec² x tan a esec² r (D) 2x √1-x² Y 2x √1-24 Y X (D) 9x² - 2x - 5 (D) (C) 5 sin(5x) (D) sin(5x) (D) esina (cos x) (C) 9x² sec(x³) tan(x³) (D) 3x2 sec² (³) tan² (³) 1 2√x3
For items 1 to 10, determine 1. y = 3x³ + 2x - 5 (A) 9x² + 2 1 √x 1 2√√x 3. y = e-sinz 2. y=-- (A) (A) e-sin(sin x) 4. y = esec² z (A) sec² r tan resec² z 5. y= Arccos(x²) 2x (A) √1 (B)-2 sec x tan esec² z 2x √1 x2 (B) 6. x² + y² = 7 x (A) y x Y (B) 7. y = tan³ (2³) (A) 3x² sec(2³) tan(2³) (B) 9x + 2 8. y = cos(5x) (A) sin(5x) (B) -5 sin(5x) dy dx (B) (B) -3x² sec(2³) tan(x³) (B) e-sin (cos x) 1 2√x (C) 9x² - 2 (C) 1 2√x³ (C)-e-sin (cos x) (C) (D) (C) (C) 2 sec² x tan x esec² a (D) 2 sec² x tan a esec² r (D) 2x √1-x² Y 2x √1-24 Y X (D) 9x² - 2x - 5 (D) (C) 5 sin(5x) (D) sin(5x) (D) esina (cos x) (C) 9x² sec(x³) tan(x³) (D) 3x2 sec² (³) tan² (³) 1 2√x3
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter47: Applications Of Formulas To Cutting Speed, Revolutions Per Minute, And Cutting Time
Section: Chapter Questions
Problem 36A: Compute the following problems. Express the answers to the nearest whole number. Use N=12C3.1416D or...
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