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Math
Advanced MathContemporary Mathematics for Business & Consumers8th Edition

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Chapter 5.I, Problem 13RE
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Contemporary Mathematics for Busin...

8th Edition
Robert Brechner + 1 other
ISBN: 9781305585447

Solutions

Chapter
Section
Problem 1TIE
Problem 2TIE
Problem 3TIE
Problem 4TIE
Problem 5TIE
Problem 6TIE
Problem 7TIE
Problem 8TIE
Problem 9TIE
Problem 10TIE
Problem 1RE
Problem 2RE
Problem 3RE
Problem 4RE
Problem 5RE
Problem 6RE
Problem 7RE
Problem 8RE
Problem 9RE
Problem 10RE
Problem 11RE
Problem 12RE
Problem 13RE
Problem 14RE
Problem 15RE
Problem 16RE
Problem 17RE
Problem 18RE
Problem 19RE
Problem 20RE
Problem 21RE
Problem 22RE
Problem 23RE
Problem 24RE
Problem 25RE
Problem 26RE
Problem 27RE
Problem 28RE
Problem 29RE
Problem 30RE
Problem 31RE
Problem 32RE
BuyFindarrow_forward

Contemporary Mathematics for Busin...

8th Edition
Robert Brechner + 1 other
ISBN: 9781305585447
Textbook Problem

Solve the following equations for the unknown and prove the solutions.

5 ( 2 S + 1 ) = 35

To determine

To calculate: The value of unknown from the equation 5(2S+1)=35 and prove the result.

Explanation

Given Information:

The provided equation is 5(2S+1)=35.

Formula used:

To solve the equation and prove the solution, follow the steps as mentioned below.

Step 1: Rearrange the unknown values to the left side and known values to the right side of the

equation by using the following sequence of order to solve the equation.

(a) Paranthesis, if any then clear it before performing the next operations by mutiplying the coefficient with each term inside the paranthesis.

(b) In order to solve the equations with more than one operation, apply opposite operations from the provided operation in the equation, that is, addition if substraction is in the equation and multiplication if division is provided in the equation and vice versa.

Step 2: Prove the solution by substituting the value obtained from step 1 in the original equation then check the left and right of the equation if, they are equal then the answer is correct.

Calculation:

Consider the provided equation, 5(2S+1)=35

Clear the Paranthesis by mutiplying the coefficient with each term inside the paranthesis,

5(2S)+5(1)=3510S+5=35

To arrange the known values to the right side and unknown to the left side apply the opposite operation of addition, subtract 5 from both sides,

10S+5=35

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Sect-5.I P-1TIESect-5.I P-2TIESect-5.I P-3TIESect-5.I P-4TIESect-5.I P-5TIESect-5.I P-6TIESect-5.I P-7TIESect-5.I P-8TIESect-5.I P-9TIESect-5.I P-10TIE
Sect-5.I P-1RESect-5.I P-2RESect-5.I P-3RESect-5.I P-4RESect-5.I P-5RESect-5.I P-6RESect-5.I P-7RESect-5.I P-8RESect-5.I P-9RESect-5.I P-10RESect-5.I P-11RESect-5.I P-12RESect-5.I P-13RESect-5.I P-14RESect-5.I P-15RESect-5.I P-16RESect-5.I P-17RESect-5.I P-18RESect-5.I P-19RESect-5.I P-20RESect-5.I P-21RESect-5.I P-22RESect-5.I P-23RESect-5.I P-24RESect-5.I P-25RESect-5.I P-26RESect-5.I P-27RESect-5.I P-28RESect-5.I P-29RESect-5.I P-30RESect-5.I P-31RESect-5.I P-32RESect-5.II P-11TIESect-5.II P-12TIESect-5.II P-13TIESect-5.II P-14TIESect-5.II P-15TIESect-5.II P-16TIESect-5.II P-17TIESect-5.II P-1RESect-5.II P-2RESect-5.II P-3RESect-5.II P-4RESect-5.II P-5RESect-5.II P-6RESect-5.II P-7RESect-5.II P-8RESect-5.II P-9RESect-5.II P-10RESect-5.II P-11RESect-5.II P-12RESect-5.II P-13RESect-5.II P-14RESect-5.II P-15RESect-5.II P-16RESect-5.II P-17RESect-5.II P-18RESect-5.II P-19RESect-5.II P-20RESect-5.II P-21RESect-5.II P-22RESect-5.II P-23RESect-5.II P-24RESect-5.II P-25RESect-5.II P-26RESect-5.II P-27RESect-5.II P-28RESect-5.II P-29RESect-5.II P-30RECh-5 P-1CRCh-5 P-2CRCh-5 P-3CRCh-5 P-4CRCh-5 P-5CRCh-5 P-6CRCh-5 P-7CRCh-5 P-8CRCh-5 P-9CRCh-5 P-10CRCh-5 P-11CRCh-5 P-12CRCh-5 P-13CRCh-5 P-14CRCh-5 P-1ATCh-5 P-2ATCh-5 P-3ATCh-5 P-4ATCh-5 P-5ATCh-5 P-6ATCh-5 P-7ATCh-5 P-8ATCh-5 P-9ATCh-5 P-10ATCh-5 P-11ATCh-5 P-12ATCh-5 P-13ATCh-5 P-14ATCh-5 P-15ATCh-5 P-16ATCh-5 P-17ATCh-5 P-18ATCh-5 P-19ATCh-5 P-20ATCh-5 P-21ATCh-5 P-22ATCh-5 P-23ATCh-5 P-24ATCh-5 P-25ATCh-5 P-26ATCh-5 P-27ATCh-5 P-28ATCh-5 P-29ATCh-5 P-30ATCh-5 P-31ATCh-5 P-32ATCh-5 P-33ATCh-5 P-34AT

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