# Consider the following formula used to estimate height, h, of a seedling after w weeks since planting: [tex]h=(\frac{1}{5})w+(\frac{8}{5}) which of the following represents the formula that could be used to find the number of weeks since planting using height, h, of the seedling? \\A. w=5h-\frac{8}{5} \\B. w= 5h-8\\C. w= \frac{h}{5} -8\\D. w=\frac{h}{5} -\frac{8}{5}[/tex]

1 answer

###### Question:

consider the following formula used to estimate height, h, of a seedling after w weeks since planting:

[tex]h=(\frac{1}{5})w+(\frac{8}{5})

which of the following represents the formula that could be used to find the number of weeks since planting using height, h, of the seedling?

\\A. w=5h-\frac{8}{5} \\B. w= 5h-8\\C. w= \frac{h}{5} -8\\D. w=\frac{h}{5} -\frac{8}{5}[/tex]

[tex]h=(\frac{1}{5})w+(\frac{8}{5})

which of the following represents the formula that could be used to find the number of weeks since planting using height, h, of the seedling?

\\A. w=5h-\frac{8}{5} \\B. w= 5h-8\\C. w= \frac{h}{5} -8\\D. w=\frac{h}{5} -\frac{8}{5}[/tex]

## Answers

Answer:Option B. [tex]w=5h-8[/tex]Step-by-step explanation:we have[tex]h=(\frac{1}{5})w+(\frac{8}{5})[/tex]Solve for wThat means ----> isolate the variable wMultiply by 5 both sides to remove the fraction[tex]5h=w+8[/tex]subtract 8 both sides[tex]5h-8=w+8-8[/tex][tex]5h-8=w[/tex]Rewrite[tex]w=5h-8[/tex]

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