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If a binary operation * is defined by x * y = x + 2y, find 2 * (3 * 4)
A24
B16
C14
D26
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Question 355
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The nth term of the progression \(\frac{4}{2}\), \(\frac{7}{3}\), \(\frac{10}{4}\), \(\frac{13}{5}\) is ...
A\(\frac{1 - 3n}{n + 1}\)
B\(\frac{3n + 1}{n + 1}\)
C\(\frac{3n + 1}{n - 1}\)
D\(\frac{3n - 1}{n + 1}\)
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Question 356
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Solve for x: |x - 2| < 3
Ax < 5
B-2 < x < 3
C-1 < x < 5
Dx < 1
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Question 357
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Evaluate 3(x + 2) > 6(x + 3)
Ax < 4
Bx > -4
Cx < -4
Dx > 4
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Question 358
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If r varies inversely as the square root of s and t, how does s vary with r and t?
As varies inversely as r and t2
Bs varies inverely as r2 and t
Cs varies directly as r2 and t2
Ds varies directly as r and t
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Question 359
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P varies jointly as m and u, and varies inversely as q. Given that p = 4, m = 3 and u = 2 and q = 1, find the value of p when m = 6, u = 4 and q =\(\frac{8}{5}\)
A12\(\frac{8}{5}\)
B15
C10
D28\(\frac{8}{5}\)
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Question 360
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The remainder when 6p3 - p2 - 47p + 30 is divided by p - 3 is
A21
B42
C63
D18
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Question 361
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If x - 4 is a factor of x2 - x - k, then k is
A4
B12
C20
D2
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Question 362
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If S = \(\sqrt{t^2 - 4t + 4}\), find t in terms of S
AS2 - 2
BS + 2
CS - 2
DS2 + 2
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Question 363
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if P = {x:x is odd, \(-1 < x \leq 20\)} and Q is {y:y is prime, \(-2 < y \leq 25\), find P \(\cap\) Q