Concept explainers
Write an equation with variable on each side of the equals sign with at least one fractional coefficient and the solution must be of − 6.
Answer to Problem 43HP
Explanation of Solution
Given:
Condition given: Write an equation with variable on each side of the equals sign with at least one fractional coefficient and the solution must be of − 6
Concept Used:
Make an equation with the coefficient of the leading term is a fraction with variable and in the right side there must be a variable term.
Calculation:
Let the variable be ‘x’. The equation:
Steps | Explanation |
Original equation | |
Multiply each term of both sides by the denominator of the leading term | |
Leading term | |
Subtract 15 from both sides. | |
In the left side | |
Add 54 to both sides | |
In the right side | |
Divide both sides by the coefficient | |
Solution of the equation. |
Thus, the solution of the equation
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Algebra 1, Homework Practice Workbook (MERRILL ALGEBRA 1)
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