For Exercises 91−98, use the graph to solve the equation and inequalities. Write the solutions to the inequalities in interval notation. (See Examples 8 − 9 ) 91. a . 2 x + 4 = − x + 1 b . 2 x + 4 < − x + 1 c . 2 x + 4 ≥ − x + 1
For Exercises 91−98, use the graph to solve the equation and inequalities. Write the solutions to the inequalities in interval notation. (See Examples 8 − 9 ) 91. a . 2 x + 4 = − x + 1 b . 2 x + 4 < − x + 1 c . 2 x + 4 ≥ − x + 1
Solution Summary: The author illustrates how to solve the equation 2x+4=-x+1 graphically. The solution set is left-1right.
For Exercises 91−98, use the graph to solve the equation and inequalities. Write the solutions to the inequalities in interval notation. (See Examples 8−9) 91.
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This is an example only. What can be a simialr equation with differnet numbers using logs and can have a mistake in one of the steps and what will be the correct way to solve it. Thanks
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