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SAT Math: Solving Equations

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Lesson: Distribute or Divide

After you watch the lesson above, try this practice problem
Solve for x.
5(x-9)=45

Lesson: Multiply by the Reciprocal to Divide by a Fraction

After you watch the lesson above, try this practice problem
Solve for x.
\dfrac{3}{5}(x-9)=15

Lesson: Multiply by the Least Common Denominator to Eliminate Fractions

After you watch the lesson above, try this practice problem
If \dfrac{1}{4}x + \dfrac{1}{6}y = 4, what is the value of 6x + 4y?

Lesson: Cross Multiply

After you watch the lesson above, try this practice problem
In the equation below, what is the value of t?
\dfrac{6(t+3)-9}{6} = \dfrac{15-(9-t)}{9}

Solving Absolute Value Equations

After you watch the lesson above, try this practice problem
2 \mid 5-x \mid = 14
What is the positive value of x that satisfies the equation above?

Absolute Value Equations with No Solution

After you watch the lesson above, try this practice problem
Which equation below has no solution?

 

Go to SAT Course Home
Go to Practice: Solving Equations

Note: Do not move on until the activity above has been completed and submitted.