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book Business Mathematics Brief 12th Edition by Stanley Salzman ,Gary Clendenen, Charles Miller cover

Business Mathematics Brief 12th Edition by Stanley Salzman ,Gary Clendenen, Charles Miller

Edition 12ISBN: 978-0132605540
book Business Mathematics Brief 12th Edition by Stanley Salzman ,Gary Clendenen, Charles Miller cover

Business Mathematics Brief 12th Edition by Stanley Salzman ,Gary Clendenen, Charles Miller

Edition 12ISBN: 978-0132605540
Exercise 28
Solve for base in each of the following. Round to the nearest hundredth. (See Example.)
Solving for Base
Solve for base, using the formula B =
Solve for base in each of the following. Round to the nearest hundredth. (See Example.)  Solving for Base  Solve for base, using the formula B =      (a) 8 is 4, of _______. (b) 135 is 15, of _______. (c) 1.25 is 25, of _______. SOLUTION  (a)      (b)      (c)      The basic percent formula is P = R × B. Show how to find the formula to solve for B (base). (See Objective.) OBJECTIVE 1 Use the basic percent formula to solve for base. In some problems, the rate and part are given, but the base, or whole, must be found. The formula P = R × B can be used to get the formula for base. The following circle diagram may help. To find the formula for base, cover B with your finger. This leaves P divided by R, so              Scott and Andrea Abriana can afford a monthly house payment of only 28% of their income, or $1386. To find their monthly income, insert the rate of 28% and the part, or monthly payment of $1386, into the formula. Be sure to first convert 28% to its decimal equivalent,.28.     Their monthly income is $4950.
(a) 8 is 4, of _______.
(b) 135 is 15, of _______.
(c) 1.25 is 25, of _______.
SOLUTION
(a)
Solve for base in each of the following. Round to the nearest hundredth. (See Example.)  Solving for Base  Solve for base, using the formula B =      (a) 8 is 4, of _______. (b) 135 is 15, of _______. (c) 1.25 is 25, of _______. SOLUTION  (a)      (b)      (c)      The basic percent formula is P = R × B. Show how to find the formula to solve for B (base). (See Objective.) OBJECTIVE 1 Use the basic percent formula to solve for base. In some problems, the rate and part are given, but the base, or whole, must be found. The formula P = R × B can be used to get the formula for base. The following circle diagram may help. To find the formula for base, cover B with your finger. This leaves P divided by R, so              Scott and Andrea Abriana can afford a monthly house payment of only 28% of their income, or $1386. To find their monthly income, insert the rate of 28% and the part, or monthly payment of $1386, into the formula. Be sure to first convert 28% to its decimal equivalent,.28.     Their monthly income is $4950.
(b)
Solve for base in each of the following. Round to the nearest hundredth. (See Example.)  Solving for Base  Solve for base, using the formula B =      (a) 8 is 4, of _______. (b) 135 is 15, of _______. (c) 1.25 is 25, of _______. SOLUTION  (a)      (b)      (c)      The basic percent formula is P = R × B. Show how to find the formula to solve for B (base). (See Objective.) OBJECTIVE 1 Use the basic percent formula to solve for base. In some problems, the rate and part are given, but the base, or whole, must be found. The formula P = R × B can be used to get the formula for base. The following circle diagram may help. To find the formula for base, cover B with your finger. This leaves P divided by R, so              Scott and Andrea Abriana can afford a monthly house payment of only 28% of their income, or $1386. To find their monthly income, insert the rate of 28% and the part, or monthly payment of $1386, into the formula. Be sure to first convert 28% to its decimal equivalent,.28.     Their monthly income is $4950.
(c)
Solve for base in each of the following. Round to the nearest hundredth. (See Example.)  Solving for Base  Solve for base, using the formula B =      (a) 8 is 4, of _______. (b) 135 is 15, of _______. (c) 1.25 is 25, of _______. SOLUTION  (a)      (b)      (c)      The basic percent formula is P = R × B. Show how to find the formula to solve for B (base). (See Objective.) OBJECTIVE 1 Use the basic percent formula to solve for base. In some problems, the rate and part are given, but the base, or whole, must be found. The formula P = R × B can be used to get the formula for base. The following circle diagram may help. To find the formula for base, cover B with your finger. This leaves P divided by R, so              Scott and Andrea Abriana can afford a monthly house payment of only 28% of their income, or $1386. To find their monthly income, insert the rate of 28% and the part, or monthly payment of $1386, into the formula. Be sure to first convert 28% to its decimal equivalent,.28.     Their monthly income is $4950.
The basic percent formula is P = R × B. Show how to find the formula to solve for B (base). (See Objective.)
OBJECTIVE 1 Use the basic percent formula to solve for base. In some problems, the rate and part are given, but the base, or whole, must be found. The formula P = R × B can be used to get the formula for base. The following circle diagram may help. To find the formula for base, cover B with your finger. This leaves P divided by R, so
Solve for base in each of the following. Round to the nearest hundredth. (See Example.)  Solving for Base  Solve for base, using the formula B =      (a) 8 is 4, of _______. (b) 135 is 15, of _______. (c) 1.25 is 25, of _______. SOLUTION  (a)      (b)      (c)      The basic percent formula is P = R × B. Show how to find the formula to solve for B (base). (See Objective.) OBJECTIVE 1 Use the basic percent formula to solve for base. In some problems, the rate and part are given, but the base, or whole, must be found. The formula P = R × B can be used to get the formula for base. The following circle diagram may help. To find the formula for base, cover B with your finger. This leaves P divided by R, so              Scott and Andrea Abriana can afford a monthly house payment of only 28% of their income, or $1386. To find their monthly income, insert the rate of 28% and the part, or monthly payment of $1386, into the formula. Be sure to first convert 28% to its decimal equivalent,.28.     Their monthly income is $4950.
Solve for base in each of the following. Round to the nearest hundredth. (See Example.)  Solving for Base  Solve for base, using the formula B =      (a) 8 is 4, of _______. (b) 135 is 15, of _______. (c) 1.25 is 25, of _______. SOLUTION  (a)      (b)      (c)      The basic percent formula is P = R × B. Show how to find the formula to solve for B (base). (See Objective.) OBJECTIVE 1 Use the basic percent formula to solve for base. In some problems, the rate and part are given, but the base, or whole, must be found. The formula P = R × B can be used to get the formula for base. The following circle diagram may help. To find the formula for base, cover B with your finger. This leaves P divided by R, so              Scott and Andrea Abriana can afford a monthly house payment of only 28% of their income, or $1386. To find their monthly income, insert the rate of 28% and the part, or monthly payment of $1386, into the formula. Be sure to first convert 28% to its decimal equivalent,.28.     Their monthly income is $4950.
Solve for base in each of the following. Round to the nearest hundredth. (See Example.)  Solving for Base  Solve for base, using the formula B =      (a) 8 is 4, of _______. (b) 135 is 15, of _______. (c) 1.25 is 25, of _______. SOLUTION  (a)      (b)      (c)      The basic percent formula is P = R × B. Show how to find the formula to solve for B (base). (See Objective.) OBJECTIVE 1 Use the basic percent formula to solve for base. In some problems, the rate and part are given, but the base, or whole, must be found. The formula P = R × B can be used to get the formula for base. The following circle diagram may help. To find the formula for base, cover B with your finger. This leaves P divided by R, so              Scott and Andrea Abriana can afford a monthly house payment of only 28% of their income, or $1386. To find their monthly income, insert the rate of 28% and the part, or monthly payment of $1386, into the formula. Be sure to first convert 28% to its decimal equivalent,.28.     Their monthly income is $4950.
Scott and Andrea Abriana can afford a monthly house payment of only 28% of their income, or $1386. To find their monthly income, insert the rate of 28% and the part, or monthly payment of $1386, into the formula. Be sure to first convert 28% to its decimal equivalent,.28.
Solve for base in each of the following. Round to the nearest hundredth. (See Example.)  Solving for Base  Solve for base, using the formula B =      (a) 8 is 4, of _______. (b) 135 is 15, of _______. (c) 1.25 is 25, of _______. SOLUTION  (a)      (b)      (c)      The basic percent formula is P = R × B. Show how to find the formula to solve for B (base). (See Objective.) OBJECTIVE 1 Use the basic percent formula to solve for base. In some problems, the rate and part are given, but the base, or whole, must be found. The formula P = R × B can be used to get the formula for base. The following circle diagram may help. To find the formula for base, cover B with your finger. This leaves P divided by R, so              Scott and Andrea Abriana can afford a monthly house payment of only 28% of their income, or $1386. To find their monthly income, insert the rate of 28% and the part, or monthly payment of $1386, into the formula. Be sure to first convert 28% to its decimal equivalent,.28.     Their monthly income is $4950.
Their monthly income is $4950.
Explanation
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Business Mathematics Brief 12th Edition by Stanley Salzman ,Gary Clendenen, Charles Miller
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