Exam 1: A Review of Basic Algebra

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Evaluate the expression. Evaluate the expression.

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Add. Add.

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A man uses a 11-foot bar to lift a 108-pound tire. He places a rock 2 feet from the tire to act as the fulcrum. How much force must he exert to lift the tire?

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Simplify the following algebraic expression and express your answer using positive exponents only. Simplify the following algebraic expression and express your answer using positive exponents only.

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Write the number Write the number   in standard notation. in standard notation.

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The Moon is about The Moon is about   in. from Earth. Find this distance in kilometers. in. from Earth. Find this distance in kilometers.

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Solve the equation. 15 ( r + 2 ) = 12 ( r - 3 )

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Which of the given graphs is the solution of the following compound inequality? x ≥ 3 and x ≤ 5

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A garden store sells Kentucky bluegrass seed for $6 per pound and ryegrass seed for $3 per pound. How much rye must be mixed with 140 pounds of bluegrass to obtain a blend that will sell for $5 per pound?

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Find x . Find x .

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When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  and When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  , are called adjacent angles. Angles that are nonadjacent, such as When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  and When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  or When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  and When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  and When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  , find x . Read When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  as "the measure of When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .  ". When two lines intersect as in the illustration below, four angles are formed. Angles that are side-by-side, such as   and   , are called adjacent angles. Angles that are nonadjacent, such as   and   or   and   , are called vertical angles. From geometry, we know that if two lines intersect, vertical angles have the same measure. If   and   , find x . Read   as the measure of   .

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Evaluate the expression. Evaluate the expression.

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Use a property of equality to solve the equation. Use a property of equality to solve the equation.

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Multiply. Multiply.

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Paint costing $20 per gallon is to be mixed with 5 gallons of paint thinner costing $3 per gallon to make a paint that can be sold for $15 per gallon. Refer to the table below and compute how much of the new paint mixture will be produced. Paint gal Thinner gal Mixture gal

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Solve the formula Solve the formula   for the variable   . for the variable Solve the formula   for the variable   . .

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Use an equation to solve the problem. One-third of the movie audience left the theater in disgust. If 77 angry patrons walked out, how many were there originally?

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Write the number Write the number   in scientific notation. in scientific notation.

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Select the expression that completes the formula below. Select the expression that completes the formula below.

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An 30-pound boy wants to teeter on a 24-foot seesaw with his older sister who weighs 90 pounds. The fulcrum of the seesaw is in the center. If the boy sits at one end, how far will the boy's sister have to sit from the fulcrum to balance the seesaw?

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