Chapter 3
Prealgebra and Introductory Algebra · 567 exercises
Problem 92
Evaluate. $$-|-36|$$
2 step solution
Problem 92
What is \(-670\) divided by \(-10 ?\)
3 step solution
Problem 93
Subtract. $$-4-(-16)$$
3 step solution
Problem 93
Perform the indicated operation. $$-8.9(-3.5)$$
3 step solution
Problem 93
Evaluate. -|-41|
2 step solution
Problem 93
What is the quotient of \(-333\) and \(-3 ?\)
3 step solution
Problem 94
Subtract. $$(-14)-(-7)$$
3 step solution
Problem 94
Perform the indicated operation. $$-1.6(4.9)$$
3 step solution
Problem 94
Evaluate. -|-81|
2 step solution
Problem 94
Write the quotient of \(-a\) and \(b\)
2 step solution
Problem 95
Subtract. $$3-(-24)$$
3 step solution
Problem 95
Perform the indicated operation. $$-14.3(7.9)$$
3 step solution
Problem 95
Evaluate. $$-|-93|$$
2 step solution
Problem 95
Write \(-9\) divided by \(x\)
3 step solution
Problem 96
Subtract. $$9-(-9)$$
2 step solution
Problem 96
Perform the indicated operation. $$(-0.78)(-0.15)$$
4 step solution
Problem 96
Evaluate. \(|x|,\) for \(x=7\)
2 step solution
Problem 97
Subtract. $$(-41)-65$$
4 step solution
Problem 97
Perform the indicated operation. $$(-1.21)(-0.03)$$
3 step solution
Problem 97
Evaluate. $$|x|, \text { for } x=-10$$
2 step solution
Problem 98
Subtract. $$57-86$$
3 step solution
Problem 98
Perform the indicated operation. $$(-8.919) \div(-0.9)$$
3 step solution
Problem 98
Evaluate. $$|-x|, \text { for } x=2$$
3 step solution
Problem 98
Evaluate the expression for the given values of the variables. $$a \div b, \text { for } a=-36 \text { and } b=-4$$
3 step solution
Problem 99
Subtract. $$-95-(-28)$$
3 step solution
Problem 99
Perform the indicated operation. $$-77.6 \div(-0.8)$$
3 step solution
Problem 99
Evaluate. $$|-x|, \text { for } x=8$$
3 step solution
Problem 99
Evaluate the expression for the given values of the variables. $$-a \div b, \text { for } a=-36 \text { and } b=-4$$
3 step solution
Problem 100
How much larger is 5 than \(-11 ?\)
3 step solution
Problem 100
Perform the indicated operation. $$59.01 \div(-0.7)$$
3 step solution
Problem 100
Evaluate. $$|-y|, \text { for } y=-3$$
3 step solution
Problem 100
Evaluate the expression for the given values of the variables. $$a \div(-b), \text { for } a=-36 \text { and } b=-4$$
4 step solution
Problem 101
What is \(-10\) decreased by \(-4 ?\)
3 step solution
Problem 101
Perform the indicated operation. $$(-7.04) \div(-3.2)$$
3 step solution
Problem 101
Evaluate. $$|-y|, \text { for } y=-6$$
3 step solution
Problem 101
Evaluate the expression for the given values of the variables. $$(-a) \div(-b), \text { for } a=-36 \text { and } b=-4$$
3 step solution
Problem 102
Find \(-13\) minus \(-8\)
3 step solution
Problem 102
Perform the indicated operation. $$(-84.66) \div 1.7$$
3 step solution
Problem 102
Place the correct symbol, \(<,=,\) or \(>,\) between the two numbers. $$|7| \quad|-9|$$
3 step solution
Problem 102
Evaluate the expression for the given values of the variables. $$\frac{x}{y}, \text { for } x=-42 \text { and } y=-7$$
3 step solution
Problem 103
What is 6 less than \(-9 ?\)
2 step solution
Problem 103
Find \(-\frac{9}{16}\) multiplied by \(\frac{4}{27}\)
4 step solution
Problem 103
Place the correct symbol, \(<,=,\) or \(>,\) between the two numbers. $$|-12| \quad|8|$$
2 step solution
Problem 103
Evaluate the expression for the given values of the variables. $$\frac{-x}{y}, \text { for } x=-42 \text { and } y=-7$$
3 step solution
Problem 104
Find \(\frac{3}{7}\) multiplied by \(-\frac{14}{15}\)
3 step solution
Problem 104
Place the correct symbol, \(<,=,\) or \(>,\) between the two numbers. $$|-5| \quad|-2|$$
3 step solution
Problem 104
Evaluate the expression for the given values of the variables. $$\frac{x}{-y}, \text { for } x=-42 \text { and } y=-7$$
2 step solution
Problem 105
What is the product of \(-\frac{7}{24}, \frac{8}{21},\) and \(\frac{3}{7} ?\)
4 step solution
Problem 105
Place the correct symbol, \(<,=,\) or \(>,\) between the two numbers. $$|6| \quad|13|$$
3 step solution
Problem 105
Evaluate the expression for the given values of the variables. $$\frac{-x}{-y}, \text { for } x=-42 \text { and } y=-7$$
3 step solution