$8 - 2$

$9 - 3$

$-5-\left(-1\right)$

$-6-\left(-4\right)$

$-5 - 4$

$-7 - 2$

$8-\left(-4\right)$

$7-\left(-3\right)$

1. ⓐ $4-\left(-4\right)$
2. ⓑ $4+4$

1. ⓐ $27-\left(-18\right)$
2. ⓑ $27+18$

1. ⓐ $46-\left(-37\right)$
2. ⓑ $46+37$

$15-\left(-12\right)$

$14-\left(-11\right)$

$10-\left(-19\right)$

$11-\left(-18\right)$

$48 - 87$

$45 - 69$

$31 - 79$

$39 - 81$

$-31 - 11$

$-32 - 18$

$-17 - 42$

$-19 - 46$

$-103-\left(-52\right)$

$-105-\left(-68\right)$

$-45-\left(-54\right)$

$-58-\left(-67\right)$

$8 - 3 - 7$

$9 - 6 - 5$

$-5 - 4+7$

$-3 - 8+4$

$-14-\left(-27\right)+9$

$-15-\left(-28\right)+5$

$71+\left(-10\right)-8$

$64+\left(-17\right)-9$

$-16-\left(-4+1\right)-7$

$-15-\left(-6+4\right)-3$

$\left(2 - 7\right)-\left(3 - 8\right)$

$\left(1 - 8\right)-\left(2 - 9\right)$

$-\left(6 - 8\right)-\left(2 - 4\right)$

$-\left(4 - 5\right)-\left(7 - 8\right)$

$25-\left[10-\left(3 - 12\right)\right]$

$32-\left[5-\left(15 - 20\right)\right]$

$6\cdot 3 - 4\cdot 3 - 7\cdot 2$

$5\cdot 7 - 8\cdot 2 - 4\cdot 9$

${5}^{2}-{6}^{2}$

${6}^{2}-{7}^{2}$

$x - 6\text{when}$

$x - 4\text{when}$

$5-y\text{when}$

$8-y\text{when}$

$4{x}^{2}-15x+1\text{when}x=3$

$5{x}^{2}-14x+7\text{when}x=2$

$-12 - 5{x}^{2}\text{when}x=6$

$-19 - 4{x}^{2}\text{when}x=5$

1. ⓐ The difference of $3$ and $-10$
2. ⓑ Subtract $-20$ from $45$

1. ⓐ The difference of $8$ and $-12$
2. ⓑ Subtract $-13$ from $50$

1. ⓐ The difference of $-6$ and $9$
2. ⓑ Subtract $-12$ from $-16$

1. ⓐ The difference of $-8$ and $9$
2. ⓑ Subtract $-15$ from $-19$

1. ⓐ $8$ less than $-17$
2. ⓑ $-24$ minus $37$

1. ⓐ $5$ less than $-14$
2. ⓑ $-13$ minus $42$

1. ⓐ $21$ less than $6$
2. ⓑ $31$ subtracted from $-19$

1. ⓐ $34$ less than $7$
2. ⓑ $29$ subtracted from $-50$

Temperature One morning, the temperature in Urbana, Illinois, was \text{28^\circ Fahrenheit.} By evening, the temperature had dropped \text{38^\circ Fahrenheit.} What was the temperature that evening?

Temperature On Thursday, the temperature in Spincich Lake, Michigan, was \text{22^\circ Fahrenheit.} By Friday, the temperature had dropped \text{35^\circ Fahrenheit.} What was the temperature on Friday?

Temperature On January 15, the high temperature in Anaheim, California, was \text{84^\circ Fahrenheit.} That same day, the high temperature in Embarrass, Minnesota was \text{-12^\circ Fahrenheit.} What was the difference between the temperature in Anaheim and the temperature in Embarrass?

Temperature On January 21, the high temperature in Palm Springs, California, was \text{89^\circ ,} and the high temperature in Whitefield, New Hampshire was \text{-31^\circ }. What was the difference between the temperature in Palm Springs and the temperature in Whitefield?

Football At the first down, the Warriors football team had the ball on their $\text{30-yard line.}$ On the next three downs, they gained $\text{2 yards,}$ lost $\text{7 yards,}$ and lost $\text{4 yards.}$ What was the yard line at the end of the third down?

Football At the first down, the Barons football team had the ball on their $\text{20-yard line.}$ On the next three downs, they lost $\text{8 yards,}$ gained $\text{5 yards,}$ and lost $\text{6 yards.}$ What was the yard line at the end of the third down?

Checking Account John has \text{$148} in his checking account. He writes a check for \text{$83.} What is the new balance in his checking account?

Checking Account Ellie has \text{$426} in her checking account. She writes a check for \text{$152.} What is the new balance in her checking account?

Checking Account Gina has \text{$210} in her checking account. She writes a check for \text{$250.} What is the new balance in her checking account?

Checking Account Frank has \text{$94} in his checking account. He writes a check for \text{$110.} What is the new balance in his checking account?

Checking Account Bill has a balance of \text{-$14} in his checking account. He deposits \text{$40} to the account. What is the new balance?

Checking Account Patty has a balance of \text{-$23} in her checking account. She deposits \text{$80} to the account. What is the new balance?

$-4\cdot 8$

$-3\cdot 9$

$-5\left(7\right)$

$-8\left(6\right)$

$-18\left(-2\right)$

$-10\left(-6\right)$

$9\left(-7\right)$

$13\left(-5\right)$

$-1\cdot 6$

$-1\cdot 3$

$-1\left(-14\right)$

$-1\left(-19\right)$

$-24\div 6$

$-28\div 7$

$56\div \left(-7\right)$

$35\div \left(-7\right)$

$-52\div \left(-4\right)$

$-84\div \left(-6\right)$

$-180\div 15$

$-192\div 12$

$49\div \left(-1\right)$

$62\div \left(-1\right)$

$5\left(-6\right)+7\left(-2\right)-3$

$8\left(-4\right)+5\left(-4\right)-6$

$-8\left(-2\right)-3\left(-9\right)$

$-7\left(-4\right)-5\left(-3\right)$

${\left(-5\right)}^{3}$

${\left(-4\right)}^{3}$

${\left(-2\right)}^{6}$

${\left(-3\right)}^{5}$

$-{4}^{2}$

$-{6}^{2}$

$-3\left(-5\right)\left(6\right)$

$-4\left(-6\right)\left(3\right)$

$-4\cdot 2\cdot 11$

$-5\cdot 3\cdot 10$

$\left(8 - 11\right)\left(9 - 12\right)$

$\left(6 - 11\right)\left(8 - 13\right)$

$26 - 3\left(2 - 7\right)$

$23 - 2\left(4 - 6\right)$

$-10\left(-4\right)\div \left(-8\right)$

$-8\left(-6\right)\div \left(-4\right)$

$65\div \left(-5\right)+\left(-28\right)\div \left(-7\right)$

$52\div \left(-4\right)+\left(-32\right)\div \left(-8\right)$

$9 - 2\left[3 - 8\left(-2\right)\right]$

$11 - 3\left[7 - 4\left(-2\right)\right]$

${\left(-3\right)}^{2}-24\div \left(8 - 2\right)$

${\left(-4\right)}^{2}-32\div \left(12 - 4\right)$

$-2x+17\text{when}$

$-5y+14\text{when}$

$10 - 3m\text{when}$

$18 - 4n\text{when}$

${p}^{2}-5p+5\text{when}p=-1$

${q}^{2}-2q+9\text{when}q=-2$

$2{w}^{2}-3w+7\text{when}w=-2$

$3{u}^{2}-4u+5\text{when}u=-3$

The product of $-3$ and 15

The product of $-4$ and $16$

The quotient of $-60$ and $-20$

The quotient of $-40$ and $-20$