c=1/2*b*h solve h
Well you have h on the right side. Now you want to leave ONLY h on that side. So you have to get rid of the 1/2 and b. So you divide both sides with b and 1/2. What do you get?
Sorry I still don't understand
Okay see now you have \[c=\frac{ 1 }{ 2 }bh\] You want to solve for h. So what you want is some equation h=something. To do so, you need to get rid of the 1/2 and b on the right side. Since 1/2 and b are multiplied to h, to get rid of them you have to divide by themselves. So you will divide both sides with 1/2 and b.
Would it be c divided by 1/2 divided by b
Yes :) What do you get?
C/1/2/b?
Well how do you write that though? Hint: What does dividing by a fraction mean?
That is what I don't get
Ah okay so when you divide by a fraction for example \[a \div \frac{ b }{c}\]it is the same and can be written as \[a \times \frac{ c }{ b }\] Here your fraction is 1/2. What does that mean?
Would it be written 2a/b
Yes but your b is 1 see? So it would just be 2a :) So when you divided c by 1/2 and b in your question, what can it be written as?
Is the answer 2c/b
Yup :)
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