Find the integration of the function given using Transformation by Trigonometric Functions. S sin*x cos*xdx а.

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 31A
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II.
Problem Solving
1. Find the integration of the function given using Transformation by Trigonometric
Functions.
a. S sin*x cos*xdx
2. Evaluate the following equations using Reduction Formulas
a. S cot x dx
3. Evaluate the following using Integration by Parts, Algebraic Substitution,
Trigonometric Substitution or Definite Integrals
a. Sxe2*dx
dx
b. S
xV4+25x2
c. S(5x – 1)Vx + 2dx
Transcribed Image Text:II. Problem Solving 1. Find the integration of the function given using Transformation by Trigonometric Functions. a. S sin*x cos*xdx 2. Evaluate the following equations using Reduction Formulas a. S cot x dx 3. Evaluate the following using Integration by Parts, Algebraic Substitution, Trigonometric Substitution or Definite Integrals a. Sxe2*dx dx b. S xV4+25x2 c. S(5x – 1)Vx + 2dx
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