the mathematical model w/2-3h=53 describes a weight, w, in pounds, that lies within the healthy weight range for a person whose height is h inches over 5 feet. use the formula to find a healthy weight for a person whose height is 5'11".
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OpenStudy (shane_b):
Is that \[\frac{w}{2}-3h=53\]?
OpenStudy (anonymous):
yes
OpenStudy (shane_b):
Do you know how to solve that equation for w?
OpenStudy (anonymous):
i thought i did but i'm getting it wrong
OpenStudy (shane_b):
Ok no problem. What's the first step that you'd use to solve it for w?
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OpenStudy (anonymous):
multiply the equation by 2 right?
OpenStudy (shane_b):
You could do that...or you could also just add 3h to both sides. Pick one and show me what you get
OpenStudy (anonymous):
okay
OpenStudy (anonymous):
w-30=106
OpenStudy (anonymous):
add 3o to both sides
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OpenStudy (shane_b):
Whoa :)
OpenStudy (anonymous):
w=136
OpenStudy (shane_b):
Ok...let me show you how to do it. Which method would you like to start with?
OpenStudy (anonymous):
3h to both sides
OpenStudy (shane_b):
ok.
\[\frac{w}{2}-3h=53\]\[\frac{w}{2}\cancel{-3h}+\cancel{3h}=53+3h\]\[\frac{w}{2}=53+3h\]
Now you need to multiply everything by 2:\[(\cancel {2})\frac{w}{\cancel{2}}=2(53+3h)=2*53+2*3h\]Now reduce: \[w=106+6h\]
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OpenStudy (shane_b):
The only thing left is to convert 5'11" to inches and plug it in for the height and solve.