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Waec Mathematics Past QuestionsQuestion 1591:(a) Copy and complete the following table for multiplication modulo 11.
Use the table to : (i) evaluate \((9 \otimes 5) \otimes (10 \otimes 10)\); (ii) find the truth set of :(1) \(10 \otimes m = 2\); (2) \(n \otimes n = 4\) (b) When a fraction is reduced to its lowest term, it is equal to \(\frac{3}{4}\). The numerator of the fraction when doubled would be 34 greater than the denominator. Find the fraction. Question 1592:(a) In the Venn diagram, P, Qand R are subsets of the universal set U. If n(U) = 125, find : (i) the value of x ; (ii) n(\(P \cup Q \cap R'\)). (b) In the diagram, O is the centre of the circle. If WX is parallel to YZ and < WXY = 50°, find the value of (i) , WYZ (ii) < YEZ. Question 1593:(a) Solve : \((x - 2)(x - 3) = 12\). (b) In the diagram, M and N are the centres of two circles of equal radii 7cm. The circle intercept at P and Q. If < PMQ = < PNQ = 60°, calculate, correct to the nearest whole number, the area of the shaded portion. [Take \(\pi = \frac{22}{7}\)]. Question 1594:
The table shows the distribution of outcomes when a die is thrown 50 times. Calculate the : (a) Mean deviation of the distribution ; (b) probability that a score selected at random is at least a 4. Question 1595:(a) Given that \(5 \cos (x + 8.5)° - 1 = 0, 0° \leq x \leq 90°\), calculate, correct to the nearest degree, the value of x. (b) The bearing of Q from P is 0150° and the bearing of P from R is 015°. If Q and R are 24km and 32km respectively from P : (i) represent this information in a diagram; (ii) calculate the distance between Q and R, correct to two decimal places ; (iii) find the bearing of R from Q, correct to the nearest degree. |
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