Question 1Simplify $$[\frac34 - \frac13] \times 4{\frac12} \div 3{\frac14}$$A.3/2B.13/12C.13/9D.17/12Objective Show full explanation
Question 2Write as a single fraction: $$\frac5{6r} - \frac3{4r}$$A.r/12B.1/12rC.r/6D.1/6rObjective Show full explanation
Question 4 No. of goals 0 1 2 3 4 5 No. of matches 3 5 7 4 10 A.0.75B.1.75C.1.9D.2Objective Show full explanation
Question 5$${\frac{\frac14 - \frac15}{\frac13 - \frac14}} \times {\frac{\frac12 - \frac13}{1 - \frac13}} \times 8 = $$A.2B.1/6C.1D.4Objective Show full explanation
Question 6N1,000,000.00 is put for 4% yearly interest for three years with the interest added at the end of each year to the base. At the end of the three years the money will beA.N1,122, 416.00B.N1, 124, 864.00C.N1, 241, 232.00D.N1, 422, 232.00Objective Show full explanation
Question 7Joe gets N40.00 to buy erasers for N5.00 each, pencils for N7.00 each and rulers for N8.00 each so that minimum numbers of items are bought and all the money is spent, then the number of pencils bought isA.6B.3C.2D.1Objective Show full explanation
Question 10Evaluate $$\frac12 + \frac34$$ of $$\frac25 \div 1{\frac35}$$A.15/16B.5/18C.49/50D.31/5Objective Show full explanation