Ondo State School of Nursing Past Questions and Answers PDF


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Download Ondo State School of Nursing past questions and answers pdf here. Ondo State Nursing admission entrance examination 2022.

The sole aim of this material is to assist intent candidates of Ondo State School of Nursing to download the Nursing past questions and answers below.

This past questions paper will help you prepare as to suppose for the Ondo State forthcoming entrance examination.

Beyond just guiding you through preparation, top secrets to succeeding in this examination will be discovered as you study the material.

Download Also: ATBU School of Nursing Past Questions

Gaining admission into Ondo State School of Nursing can be a walk-over and a very easy task if you get this material and start preparation on time.

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Sample of Ondo State School of Nursing Entrance Examination

MUA = PA where A = good, A:P = price of good A; MU = Marginal Utility

The above equation represents:

  • Total utility equation
  • Marginal utility equation
  • Equilibrium equation
  • Utility maximization equation

For a free commodity, a rational consumer will continuously increase his consumption until:

  • His marginal utility becomes zero
  • He attains the highest marginal utility level
  • His marginal utility equal the price he would have paid
  • He decides to stop

A rational consumer will adjust his spending pattern so that:

  • The marginal utility he gets from the last naira spent on each item is the same
  • The total amount of money he spends on each item is the same
  • The total utility he gets from each item is the same
  • The marginal utility he gets from the last unit of each item is the same

The sum of the first 20 terms of the progression 3, 6, 12, … is

  • 3(221 – 1)
  • 3(220 – 1)
  • 3(220 + 1)
  • 3(221 + 1)

Mr.  Robson bought bags of orange for =N=2,500 each. He sold them for =N=90,000 at a loss of

20%. How many bags of orange did he buy?

  • 60
  • 80
  • 50
  • 45

The second and fifth terms of a geometric progression are 21 and 567 respectively find the first term and the common ratio of the progression.

  • 3, 7
  • 7, 3
  • -7, 3
  • -3, 7

Tunse bought a house for =N=1,250,000 and spent =N=350,000.00 to renovate it. He then sold the house for =N=2,000,000.00. What is the percentage gain?

  • 40%
  • 65%
  • 35%
  • 32%

List the integral values of which satisfy the inequality -2 < 7 – 3x ≤ 10

  • -1, 0, 1, 2
  • -2, 0, 1
  • 1,2,3
  • 0, 1,2

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