Exam 2: Equations and Inequalities

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Use the division or the multiplication property of equality to solve Use the division or the multiplication property of equality to solve   . What is the result? . What is the result?

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Solve the inequality. Give the result in interval notation. Solve the inequality. Give the result in interval notation.   or  or Solve the inequality. Give the result in interval notation.   or

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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 180 pounds of bluegrass to obtain a blend that will sell for $5 per pound?

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Use a property of equality to solve the equation. Then check the result. Use a property of equality to solve the equation. Then check the result.     __________ Use a property of equality to solve the equation. Then check the result.     __________ __________

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An amount P , invested at a simple interest rate r , will grow to an amount A in t years, according to the formula A = P ( 1 + r t ). Suppose a man invested some money at 5.9%. If after 5 years, he had $6,151.25 on deposit, what amount did he originally invest? Round your answer to the nearest integer.

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Use an algebraic approach to solve the problem: A board 35 feet long is cut into two pieces such that the length of one piece is two-thirds of the length of the other piece. Find the length of the shorter piece of board.

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The city's water department charges $8 per month, plus 44 cents for every 100 gallons of water used. Last month, one homeowner used 1,900 gallons and received a bill for $17.98. Was the billing correct? If the billing is not correct, what is the correct billing amount for this homeowner given these facts?

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Solve the equation. 37 = -5 - 11 b

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A solution contains 0.2 liters of sulfuric acid. If this represents 8% of the total amount, find the total amount.

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Use an algebraic approach to solve the problem: Suppose that the width of a certain rectangle is 2 inch more than one-fourth of its length. The perimeter of the rectangle is 34 inches. Find the length and width of the rectangle.

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How long can a person rent the truck described in the ad if the cost is to be less than $120? Round your answer to the nearest hour. How long can a person rent the truck described in the ad if the cost is to be less than $120? Round your answer to the nearest hour.

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The state sales tax rate in Utah is 4.75%. Find the sales tax on a dining room set that sells for $1,100.00.

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Solve the formula for B . Volume of a pyramid: Solve the formula for B . Volume of a pyramid:

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What percent of 150 is 45?

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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   .  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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The owner of a candy store wants to make a(n) 16-pound mixture of two candies to sell for $1 per pound. If red licorice bits sell for $0.90 per pound and lemon gumdrops sell for $1.30 per pound, how many pounds of each should be used? NOTE: All the values were rounded to the nearest whole number.

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What number is What number is   of  of What number is   of

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The illustration below is a schematic diagram of a resistor connected to a voltage source of 60 volts. As a result, the resistor dissipates power in the form of heat. The power P lost when a voltage V is placed across a resistance R is given by the formula The illustration below is a schematic diagram of a resistor connected to a voltage source of 60 volts. As a result, the resistor dissipates power in the form of heat. The power P lost when a voltage V is placed across a resistance R is given by the formula   If P is 12 watts and E is 60 volts, find R . If P is 12 watts and E is 60 volts, find R .

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Use an equation to solve the problem. A wholesale price for each compact disc is $14 and each has a markup of $0.70. Find the retail price of 40 CDs.

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Lured by the ad in the illustration below, a woman invested $11,100, some in a money market account and the rest in a 5-year CD. How much was invested in each account if the income from both investments is $978 per year? First Republic Savings and Loan Account Rate NOW 5.5% Savings 7.5% Money market 8.0% Checking 4.0% 5-year CD 9.0%

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