All GED Math Resources
Example Questions
Example Question #42 : Single Variable Algebra
Simplify the following equation:
Add 24 on both sides of the equation.
Divide by 8 on both sides.
Reduce both fractions.
The answer is:
Example Question #41 : Single Variable Algebra
Factor:
In order to factor, we will need to pull out a term that all terms share.
The answer is:
Example Question #42 : Single Variable Algebra
Simplify:
Distribute the outer term through both of the inner terms.
Simplify the terms.
The answer is:
Example Question #42 : Algebra
Solve the equation:
Multiply both sides by .
Divide by negative seven on both sides.
The answer is:
Example Question #42 : Algebra
Simplify the following fraction:
Start by factoring the numerator.
Notice that each term in the numerator has an , so we can factor that out.
Now, factor the expression within the parentheses.
Now, factor the denominator. Notice that each term in the denominator also has an , so we can factor that out too.
Next, factor the expression within the parentheses.
Rewrite the fraction using the factored forms of both numerator and denominator.
Since the numerator and denominator both have the terms and , those will cancel out, leaving us with the following:
Example Question #1 : Solving For The Variable
Solve for :
Example Question #2 : Solving For The Variable
Solve for :
Example Question #3 : Solving For The Variable
Two more than twice a number equals 9. What's the square of that number?
Rewrite the algebraic expression in a mathematical formula.
Solve for x.
The square of this number is:
Example Question #3 : Solving For The Variable
Solve for .
No solution
No solution
Since the original statement forces this false statement to be true, the original statement is false regardless of the value of . There is no solution.
Example Question #51 : Single Variable Algebra
Solve the inequality for :
- note the switch in the inequality symbol
That is, .
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