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v = (0.38 m/s) sin{(2π . because of Rule # ra credit: 23 J = radians revolution/ (10 minutes)x} x has units of 0.24 J x2 (3x108 m² expression within the square root, remembering that the number '1' has no units.) x has units of (Hint: Apply rule #2 to the

v = (0.38 m/s) sin{(2π . because of Rule # ra credit: 23 J = radians revolution/ (10 minutes)x} x has units of 0.24 J x2 (3x108 m² expression within the square root, remembering that the number '1' has no units.) x has units of (Hint: Apply rule #2 to the

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Determine the units of the variable x in each of the following equations, and specify which rule you used to determine this. Do not solve for the numeric value of x. Show your work beneath the question, or on a separate sheet of paper. Example: 315 feet = (32)x² Rule #1: Both sides of the equal sign must have the same units. Rule #2: Values that are added or subtracted must have the same units. Rule #13: Argument of a trig function must be an angle. Rule #14: Argument of an inverse trig function must have no units. Rule #5: Exponents must have no units. x has units of seconds because of Rule # 1
Transcribed Image Text:Determine the units of the variable x in each of the following equations, and specify which rule you used to determine this. Do not solve for the numeric value of x. Show your work beneath the question, or on a separate sheet of paper. Example: 315 feet = (32)x² Rule #1: Both sides of the equal sign must have the same units. Rule #2: Values that are added or subtracted must have the same units. Rule #13: Argument of a trig function must be an angle. Rule #14: Argument of an inverse trig function must have no units. Rule #5: Exponents must have no units. x has units of seconds because of Rule # 1
v = (0.38 m/s) sin {(2π because of Rule # ra credit: 23] = radians revolution, (10 minutes)x} x has units of 0.24 J x2 (3x108) expression within the square root, remembering that the number '1' has no units.) x has units of (Hint: Apply rule #2 to the
Transcribed Image Text:v = (0.38 m/s) sin {(2π because of Rule # ra credit: 23] = radians revolution, (10 minutes)x} x has units of 0.24 J x2 (3x108) expression within the square root, remembering that the number '1' has no units.) x has units of (Hint: Apply rule #2 to the
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