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Stanford 9 Here are the answers. Check the ones you missed and then put the total out of 30 at the top.
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Stanford 9 1.) t = d/6 + 3 when d = 12 t = 12/6 + 3 t = 2 + 3 = 5
2.) (F) 4x = 1000
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Stanford 9 3.) 2t < 5 2t/2 < 5/2 t < 5/2 4.) b = 100 + d - w
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Stanford 9 5.) V = lwh V =3 • 2 • 1 V =7/2 • 5/2 •3/2 V = 105/8
2 1/2 1 1/2 3 1/2
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Stanford 9 6.) (J)
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Stanford 9 7.) (C) y = 2x + 5 1 = 2(-2) = 2(-1) = 2(0) = 2(1) = 2(2) + 5 X Y -2 1 -1 3 0 5 1 7 2 9
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Stanford 9 8.) 8/2 = 60/x 8x = 120 x = 15 8 2 60 x
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Stanford 9 9.) A + B + 104 = 180 since A = b, A + A + 104 = 180
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Stanford 9 10.) Area = r2 . Area = 3.14(22) Area = 3.14(4)
B C D
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Stanford 9 11.) A = L • W A = 25 • 16 A = 400 25 16
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Stanford 9 11.) A = ½(L • W) A = ½( 25 • 16) A = 200 400 200 25 200 =
- 16 200 / 400 1 / 2 =
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Standford 9 12.) Y Midpoint (3,1) X
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Standford 9 C = 6 13.) Y 6 X
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Standford 9 14.) Y X (2, -1)
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Stanford 9 15.)
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Stanford 9 16.) Sine for angle N = opposite side hypotenuse Sine for angle N = 20/40 = .5
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Stanford 9 17.) 2/10 = x/50 10x = 100 x = 10 18.) 1/3 • 1000 = 333
19.) 1/8 • 48 = 6 20.) = 16
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Stanford 9 21.) 1.) x = 10, y = 11, z = 12 2.) 11 • 144 = 1584 3.) 5 • 12 = 60 4.) 12 • 1 = 12 5.) = 1656
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Stanford 9 22.) 2 • 3 • 4 • 3 = 72 23.) s = a/(1-r) s = 1/(1-1/2) s = 1/(1/2) = 2 24.) 12 whole squares /4 partial squares = 16
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Stanford 9 25.) The length of one side of the is 1/2.
So… every two lengths is 1. Now count around the figures to find the one that is 5 (C).
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Stanford 9 26.) 2 Alberton and Springfield.
27.) a2 + b2 = c = c2 & = c = c2 & = c = c & 25 = c = c & = c = 21 & = 15 = 6
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Stanford 9 28.) Let x = nickels & y = dimes .05x + .1 y = 4 x + y = 50
28.) Continued
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Stanford 9 28. continued) 5x + 10y = 400 -5x -5y = -250 5y = 150
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Stanford 9 29.) Sam = 28.7 Tom = 28.7 - 15.3 Will = 28.7 - 15.3 - 7.5
Vern = Vern = 1.7
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Stanford 9 30.) (x + 2)(x + 2) = 100 x2 +2x + 2x + 4 = 100
30.) Continued
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Stanford 9 x can’t be negative 30. continued) x2 +4x -96 = 0
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