Question

M=ad-2f^2 (find a) and 1/3HB=T (find B) please help im so lost

Answer 1

`a=(m+2f^2)/(d)\\\\ B=(3T)/(H)`

Explanation:

1.) Find a

Solve the given equation for a (change it to lool like a=...). Isolate the variable a to find its value. Subtract 2f² from both sides:

`m+2f^2=ad-2f^2+2f^2\\\\m+2f^2=ad`

Divide both sides by d:

`(m+2f^2)/(d)=(ad)/(d)\\\\ a=(m+2f^2)/(d)`

2.) Find B

Solve the equation for B (change it to look like B=...). Isolate the variable B to find its value. Simplify:

`(1)/(3)HB=T\\\\(HB)/(3)=T`

Multiply both sides by 3:

`3((HB)/(3))=3(T)\\\\ HB=3T`

Divide both sides by H:

`(HB)/(H)=(3T)/(H)\\\\ B=(3T)/(H)`

:Done