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Quiz:
Remember the Phase: (Please Excuse My Dear Aunt Sally)
Questions:
- 3r 2+ 4t (Find the value of each expression when r = 3 and t = -2
- –r + 5t -2t + 9r
- 6r -3t2 + 4t -2r
- 4rt – 2r(8 +t)
- 2a + 3b - 4c –(5a + 4b) (Find the value of each expression when a = -3, b =6, and c=1)
- 4(a – b + 2c) + c(a – 3)
- 3c - 3ab + b(3a +c)
- 5b + 2b(c –a) + 3ab
- 6(3w + x) +2y – 3(w – z)
- w2 – 3x + 5(z + 4) -10 (1/2z + y)
Find the value of each expression when r = 3 and t = -2
- 3r 2+ 4t
3(9) = 27
4(-2) = -8
Answer: 27 -8 = 19
- –r + 5t -2t + 9r
-r +9r = 8r
8(3) =24
5(t) – 2(t) = 3t
3(-2) = -6
Answer: 24 - 6 =18
- 6r -3t2 + 4t -2r
6r – 2r = 4r
4(3) = 12
-3(t2) + 4t = 1(-2) 2
1(-2) 2 = -4
Asnwer: 12 – 4 = -8
- 4rt – 2r(8 +t)
-2r(8) = -16r
-2r(t) = 2rt
-16(3) = -48
4rt – 2rt = 2rt
2(3) = 6
6(-2) = -12 (this is the 2(r) & (t) together) add & multiply again)
Answer: -48 + -12 = 60
Find the value of each expression when a = -3, b =6, and c=1
- 2a + 3b - 4c –(5a + 4b)
2a – 5a = 3a
3b – 4b = b
-4c = -4c
= 3a + b -4c
Replace variables with digits: when a = -3, b =6, and c=1
3(-3) = -9
B * 6 = 6
-4(1) = -4
-9 + 6 = -3
-3 -4 = -1
Answer: -1
- 4(a – b + 2c) + c(a – 3)
a + b + c
4(a) = 4(a)
4(b) = 4(b)
4(2c) = 8(c) - (ac1(-3) = -3c) = 8c -3c = 5c
+
C = 1(-3) = – 3
4(-3) – 4(6) + 5(1) -3
-12 – 24 + 5 -3 = Turn left (-12+ -24 = -36)
-36 + 5 = Turn right (-36 + 5 = 31)
-31 + – 3 = Turn left (-31 + -3 = -34)
Answer: -34
- 3c - 3ab + b(3a +c)
-3ab + 3ab = 0
3(c) + b(c) = 3*1 + 6*1 = 3 + 6
= 3 + 6 = 9
Answer: 9
- 5b + 2b(c –a) + 3ab
-2ab + 3ab = ab
5b + 2bc + ab
5(6) + 2(6)(1) +(-3)(6) =
5 * 6 = 30
2 * 6 = 12 * 1 = 12
-3 * 6 = -18
30 + 12 – 18 = 24
Answer: 24
Find the value of each expression when w = 1, x = -2, = y = 3, and z = -4
(Please Excuse My Dear Aunt Sally)
- 6(3w + x) +2y – 3(w – z)
w, x, y, z
6(3)(w) = 18 * 1 = 18
-3(w) = -3
18 – 3 = 15
6(x) = 6 * -2 = -12
+ 2y = 2 * 3 = 6
-3(z) = -3 * -4 = -12 (multiplied then stay negative) (add then it is positive)
15 -12 + 6 -12 = -3 (How: (15-12 = 3) (3+6= 9) (9 – 12 = -3)
Answer: -3
- w2 – 3x + 5(z + 4) -10 (1/2z + y)
w2, x, y, z
12 = 1 * 1 = 1
-3x = -3(-2) = 6
5(z) -10(1/2) = 5 – 5 = 0
5(4) = 20
-10(y) = -10(3) = -30
1 + 6 + 20 -30 = -3 Answer: