Question

what did the butcher say to t
solve each equation and find your solution below. notice the letter n containing the exercise number. if the solution has a ●, shade in th
(1) $y + 10 = 4$
(2) $n+-6 = 11$
(3) $x - 15=-2$
(4) $w--3 = 18$
(5) $9a = 36$
(6) $-7q = 21$
(7) $\frac{m}{5}=14$
(8) $\frac{-1}{3}d = 12$
(9) $-4 + u=-16$
(10) $-88=-8y$
(11) $-36=\frac{x}{2}$
(12) $20 = v - 13$
answers 1 - 12:
(a) -3
(o) -72
(r) 17
(e) 11
● 15
(l) -6
(e) 4
(i) 70
(p) -64
(t) 38
● -36
(s) 13

Explanation:

Step1: Solve equation (1) $y + 10=4$

Subtract 10 from both sides: $y=4 - 10=-6$.

Step2: Solve equation (2) $n+( - 6)=11$

Add 6 to both sides: $n=11 + 6=17$.

Step3: Solve equation (3) $x-15=-2$

Add 15 to both sides: $x=-2 + 15=13$.

Step4: Solve equation (4) $w-(-3)=18$

Simplify to $w + 3=18$, then subtract 3 from both sides: $w=18 - 3=15$.

Step5: Solve equation (5) $9a = 36$

Divide both sides by 9: $a=\frac{36}{9}=4$.

Step6: Solve equation (6) $-7q = 21$

Divide both sides by -7: $q=\frac{21}{-7}=-3$.

Step7: Solve equation (7) $\frac{m}{5}=14$

Multiply both sides by 5: $m=14\times5 = 70$.

Step8: Solve equation (8) $\frac{-1}{3}d=12$

Multiply both sides by -3: $d=12\times(-3)=-36$.

Step9: Solve equation (9) $-4 + u=-16$

Add 4 to both sides: $u=-16 + 4=-12$.

Step10: Solve equation (10) $-88=-8y$

Divide both sides by -8: $y=\frac{-88}{-8}=11$.

Step11: Solve equation (11) $-36=\frac{x}{2}$

Multiply both sides by 2: $x=-36\times2=-72$.

Step12: Solve equation (12) $20=v - 13$

Add 13 to both sides: $v=20 + 13=33$.

Answer:

1. L. -6
2. R. 17
3. S. 13
4. 15 (no letter - just the value)
5. E. 4
6. A. -3
7. I. 70
8. -36 (no letter - just the value)
9. N. -12
10. E. 11
11. O. -72
12. A. 33