Literal Equations - Practice #3 (Grade 9)

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Literal Equations - Practice #3

Instructions: Assume all variables are not equal to zero.

1. 
Solve for a.
[math]u= (ak)/ b[/math]





2. 
Solve the following equation for [math]a[/math].
[math]k=mr^2a[/math]





3. 
Solve the formula [math](PV)/T=k [/math] for [math]V[/math].





4. 
Solve for [math]a. [/math]
[math]V(P+a)=k[/math]





5. 
Solve for y.
[math]xyz-e=abc[/math]





6. 
Solve for [math]c[/math].
[math]x=kb(1/c-a/x)[/math]





7. 
Solve for [math]z[/math].
[math]2t=1/(3s^2)((5z)/6-(4m)/n)[/math]





8. 
Solve for [math]k[/math].
[math]nc=p(a/(cn)+2/(kc))[/math]





9. 
Solve for [math]y[/math].
[math]s^2=1/(df)((4y)/3-(7x^3)/g)[/math]





10. 
Solve for [math]d[/math].
[math]r=(d+1)/(2d-w)[/math]





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