Explanation Given information: The provided equation is 8 C − C + 6 = 48 . Formula used: Step to solve the equation by using when the unknown value occurs in two or more addends, Step1: In first if the unknowns are the opposite side of the given equation so first use addition and subtraction to move them to the same side of the equation. Step2: Combine the coefficient of the unknown value when the unknowns values are on the same side on the equal side. a) Add the coefficient in each addend. b) Represent the multiplication of sum from the provided unknown value. Step3: Solve the resultant equation. Step4: Finally, check the equation from the original equation. replace the unknown value of the letter from the solution and completely perform the indicated operations. Calculation: Consider the provided equation, 8 C − C + 6 = 48 . Now, combine the coefficient of unknown value of addends 8 C − C + 6 = 48 ( 8 + ( − 1 ) ) C + 6 = 48 7 C + 6 = 48 Subtract 6 of both side of the provided equation, 7 C +

11th Edition

ISBN: 9780134496436

Author: Cheryl Cleaves, Margie Hobbs, Jeffrey Noble

Publisher: PEARSON

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Chapter 5.1, Problem 28SE

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To calculate: The value of C in the equation 8C−C+6=48.

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Chapter 5.1, Problem 27SE

Chapter 5.1, Problem 29SE

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Chapter 5 Solutions

Business Math (11th Edition)

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The value of C in the equation 8 C − C + 6 = 48 .

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To calculate: The value of C in the equation 8C−C+6=48.

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Chapter 5 Solutions