Question 1

Using the markup formula M = S - C, find the selling price (S)if the markup (M)is $21.50 and the cost (C)is $58.

Accepted Answer

A) $3.70 
B) $3.62 
C) $79.50 
D) $36.50 
A) $3.70 
B) $3.62 
C) $79.50 
D) $36.50

Question 2

The distance formula is distance = rate × time. A cyclist enters a 50 km race. If the cyclist travels at an average rate of 33.2 kph, write an equation and solve to find how long will it take him to cross the finish line. Round to the nearest tenth.

Accepted Answer

The answer of The distance formula is distance = rate...

Question 3

Using the formula , calculate the piston diameter, d, if the force, F, is 634 lb and $$P = \frac { 1.27 F } { d ^ { 2 } }$$ the pressure, P, is 175 psi (pounds per square inch).

Accepted Answer

A) 0.162 in. 
B) 0.324 in. 
C) 2.145 in. 
D) 4.601 in. 
A) 0.162 in. 
B) 0.324 in. 
C) 2.145 in. 
D) 4.601 in.

Question 4

Find the missing value: P = 2l + 2w. Find P if w = 8 and l = 2.

Accepted Answer

The answer of Find the missing value: P = 2l...

Question 5

The formula for finding simple interest is I = PRT, where I is the amount of interest charged, P is the principal amount borrowed, R is the percent of interest charged, and T is the length of time of the loan. If the interest is $315, the rate is 7.2% and the time is
 $$1 \frac { 3 } { 4 }$$ years, how much money was borrowed?

Accepted Answer

The answer of The formula for finding simple interest is...

Question 6

Evaluate $L = 2 C + 1.57 ( D + d ) + \frac { ( D - d ) ^ { 2 } } { 4 C }$ if $C = 28$ in., $D = 18$ in., and $d = 8$ in. This is the formula that finds the length of a belt that goes around two pulleys.

Accepted Answer

A) L = 97.71 in. 
B) L = 102.86 in. 
C) L = 96.91 in. 
D) L = 64.5 in. 
A) L = 97.71 in. 
B) L = 102.86 in. 
C) L = 96.91 in. 
D) L = 64.5 in.

Question 7

Find the length of a rectangular work area if the perimeter is 64 in. and the width is 9 inches. Use the formula P = 2(l + w).

Accepted Answer

A) 46 in. 
B) 23 in. 
C) 7.1 in. 
D) 55 in. 
A) 46 in. 
B) 23 in. 
C) 7.1 in. 
D) 55 in.

Question 8

Solve the given problem: If electrical resistance in ohms = voltage in volts ÷ current in amperes, find the resistance for a motor with a voltage of 12.4 volts requiring 2.4 amps.

Accepted Answer

A) 0.2 ohms 
B) 29.8 ohms 
C) 14.8 
D) 5.2 ohms 
A) 0.2 ohms 
B) 29.8 ohms 
C) 14.8 
D) 5.2 ohms

Question 9

If distance = rate × time, how long did a trucker drive if she traveled 785.3 miles at 60 miles per hour?

Accepted Answer

A) 7.6 hours 
B) 13.1 hours 
C) 6 hours 
D) 130.8 hours 
A) 7.6 hours 
B) 13.1 hours 
C) 6 hours 
D) 130.8 hours

Using the markup formula M = S - C, find the selling price (S)if the markup (M)is $21.50 and the cost (C)is $58.

The distance formula is distance = rate × time. A cyclist enters a 50 km race. If the cyclist travels at an average rate of 33.2 kph, write an equation and solve to find how long will it take him to cross the finish line. Round to the nearest tenth.

Using the formula , calculate the piston diameter, d, if the force, F, is 634 lb and $P = \frac { 1.27 F } { d ^ { 2 } }$ the pressure, P, is 175 psi (pounds per square inch).

Find the missing value: P = 2l + 2w. Find P if w = 8 and l = 2.

Evaluate $L = 2 C + 1.57 ( D + d ) + \frac { ( D - d ) ^ { 2 } } { 4 C }$ if $C = 28$ in., $D = 18$ in., and $d = 8$ in. This is the formula that finds the length of a belt that goes around two pulleys.

Find the length of a rectangular work area if the perimeter is 64 in. and the width is 9 inches. Use the formula P = 2(l + w).

Solve the given problem: If electrical resistance in ohms = voltage in volts ÷ current in amperes, find the resistance for a motor with a voltage of 12.4 volts requiring 2.4 amps.

If distance = rate × time, how long did a trucker drive if she traveled 785.3 miles at 60 miles per hour?

Review of Basic Concepts

Review of Fractions

Percents

Measurement

Signed Numbers and Powers of 10

Statistics

Linear Equations and Inequalities

Linear Equations, Functions, and Inequalities in Two Variables

Systems of Linear Equations

Powers and Polynomials

Roots and Radicals

Factoring

Rational Expressions, Equations, and Inequalities

Quadratic and Other Nonlinear Equations and Inequalities

Exponential and Logarithmic Equations

Geometry

Triangles

Right-Triangle Trigonometry

Trigonometry With Any Angle

Filters

Exam 8: Formulas, Proportion, and Variation

Using the markup formula M = S - C, find the selling price (S)if the markup (M)is $21.50 and the cost (C)is $58.

The distance formula is distance = rate × time. A cyclist enters a 50 km race. If the cyclist travels at an average rate of 33.2 kph, write an equation and solve to find how long will it take him to cross the finish line. Round to the nearest tenth.

Using the formula , calculate the piston diameter, d, if the force, F, is 634 lb and P=1.27Fd2P = \frac { 1.27 F } { d ^ { 2 } }P=d21.27F​ the pressure, P, is 175 psi (pounds per square inch).

Find the missing value: P = 2l + 2w. Find P if w = 8 and l = 2.

Evaluate L=2C+1.57(D+d)+(D−d)24CL = 2 C + 1.57 ( D + d ) + \frac { ( D - d ) ^ { 2 } } { 4 C }L=2C+1.57(D+d)+4C(D−d)2​ if C=28C = 28C=28 in., D=18D = 18D=18 in., and d=8d = 8d=8 in. This is the formula that finds the length of a belt that goes around two pulleys.

Find the length of a rectangular work area if the perimeter is 64 in. and the width is 9 inches. Use the formula P = 2(l + w).

Solve the given problem: If electrical resistance in ohms = voltage in volts ÷ current in amperes, find the resistance for a motor with a voltage of 12.4 volts requiring 2.4 amps.

If distance = rate × time, how long did a trucker drive if she traveled 785.3 miles at 60 miles per hour?

Review of Basic Concepts

Review of Fractions

Percents

Measurement

Signed Numbers and Powers of 10

Statistics

Linear Equations and Inequalities

Linear Equations, Functions, and Inequalities in Two Variables

Systems of Linear Equations

Powers and Polynomials

Roots and Radicals

Factoring

Rational Expressions, Equations, and Inequalities

Quadratic and Other Nonlinear Equations and Inequalities

Exponential and Logarithmic Equations

Geometry

Triangles

Right-Triangle Trigonometry

Trigonometry With Any Angle

Filters

Using the formula , calculate the piston diameter, d, if the force, F, is 634 lb and $P = \frac { 1.27 F } { d ^ { 2 } }$ the pressure, P, is 175 psi (pounds per square inch).

Evaluate $L = 2 C + 1.57 ( D + d ) + \frac { ( D - d ) ^ { 2 } } { 4 C }$ if $C = 28$ in., $D = 18$ in., and $d = 8$ in. This is the formula that finds the length of a belt that goes around two pulleys.