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316

Change 432\(_{five}\)  to a number in base three.

  • A. 10100\(_{three}\)
  • B. 11100\(_{three}\)
  • C. 11101\(_{three}\)
  • D. 10110\(_{three}\)
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317

Evaluate, correct to four significant figures, (573.06 x 184.25).

  • A. 105600.00
  • B. 105622.00
  • C. 105500.00
  • D. 105632.00
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318

If a dress is sold for #3800.00 at 20% discount. what is its original price?

  • A. #3,000.00
  • B. #4,000.00
  • C. #5,000.00
  • D. #4,750.00
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319

The number line represented by the inequality

  • A. x≀2
  • B. x<2
  • C. xβ‰₯2
  • D. x>2
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320

Three times a certain number (x), minus 2 is less than the number minus 6.Find the possible values of x. 

  • A. x <-2
  • B. x>2
  • C. x>-2
  • D. x<2
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321

If n(P) = 20 and n(Q) = 30 and n(PuQ) = 40, find the value n(PnQ)

  • A. 10
  • B. 30
  • C. 15
  • D. 40
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322

Factorize 4a\(^2\) – 9b\(^2\)

  • A. (2a-3b) (2a+3b)
  • B. (2a-b) (2a+3b)
  • C. (2a-3b) (a+3b)
  • D. (a-3b) (a+3b)
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323

Find x if the mean of 2x, 4x, 2x – 13 and 6x is 4.

  • A. 1.5
  • B. 2.0
  • C. 1.0
  • D. 0.5
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324

If 8, p, q and 26 is an A.P. Find the values of p and q

  • A. p = 14 and q = 14
  • B. p = 20 and q = 14
  • C. p = 20 and q = 20
  • D. p = 14 and q = 20
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325

If y varies inversely as x and x = 3 when y =4. Find the value of x when y = 12

 

  • A. 4
  • B. 1
  • C. 2
  • D. 3
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326

Let (*) be a binary operation on a natural number defined by a * b = a – b + (ab)\(^2\), then find 3 * 5

  • A. 223
  • B. 232
  • C. 32
  • D. -232
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327

 

In the diagram above, XY = 8cm and OX = 5cm. Find Oz

 

  • A. 9cm
  • B. 3.4cm
  • C. 9.1cm
  • D. 3cm
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328

Given that S = \(3t^{2}\) + 5t – 10 is displacement of a particle in metres, calculate it initial velocity.

  • A. 10m/s
  • B. 2m/s
  • C. 5m/s
  • D. 6m/s
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329

Evaluate \(^{n^2 + 1}\)C\(_{n+5}\) if n = 3 

  • A. 55
  • B. 45
  • C. 35
  • D. 25
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330

The coordinates of the mid-point of the line joining the points (-3,5) and (2,10) is given by? 

  • A. ( \(\frac{1}{2}\), \(\frac{15}{2}\) )
  • B. ( \(\frac{1}{2}\), \(\frac{-15}{2}\) )
  • C. ( \(\frac{-1}{2}\), \(\frac{-15}{2}\) )
  • D. ( \(\frac{-1}{2}\), \(\frac{15}{2}\) )
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331

The cost C of running a school is directly proportional to the number of students N, if 20 students cost #10,000, How many students can #1,000,000 cover?

  • A. 3000
  • B. 1000
  • C. 2000
  • D. 4000
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332

The equivalent of (10110.011)\(_2\) in base 10 is?

  • A. 26.325
  • B. 24.372
  • C. 42.443
  • D. 22.375
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333

Calculate the median of 14, 17, 10, 13, 18 and 10.

  • A. 12.5
  • B. 13.5
  • C. 13.2
  • D. 14.5
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334

Find the equation of a straight line parallel to the line 2x – y = 5 and having intercept of 5

  • A. 2x + y = 5
  • B. 2x + y = -5
  • C. 2x - y = -5
  • D. 2x - y = 5
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335

find the limit of y = \(\frac{x^3 + 6x – 7}{x-1}\) as x tends to 1

  • A. 9
  • B. 8
  • C. 0
  • D. 7
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336

If sec\(^2\)ΞΈ + tan\(^2\)ΞΈ = 3, then the angle ΞΈ is equal to?

  • A. 90ΒΊ
  • B. 30ΒΊ
  • C. 45ΒΊ
  • D. 60ΒΊ
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