Question 1The average age of x pupils in a class is 14 years 2 months. A pupil of 15 years 2 months joins the class and the average age is increased by one month. Find x. A.12B.6C.11D.14Objective Show full explanation
Question 2If P varies inversely as V and V varies directly as R2, find the relationship between P and R given that R = 7 when P = 2 A.P = 98R2 B.PR2 = 98 C.P2R = 89 D.P = 1/98R Objective Show full explanation
Question 3A die is tossed twice. What is the probability of obtaining a total of 6 if both numbers are odd? A.1/12B.1/18C.3/36D.1/6 Objective Show full explanation
Question 4The fifth term in the progression 9, 27, 81, ... is A.243B.37C.729D.38Objective Show full explanation
Question 5if δ, λ are the roots of equation x^2 - 5x + 7 = 0, find the value of $δ^2 + λ^2$A.25B.-25C.-11D.11 Objective Show full explanation
Question 6Factorize 4x2 - 9y2 + 20x + 25A.(2x — 3y)(2x + 3y)B.(2x + 5)(2x - 9y + 5)C.(2x — 3y + 5)(2x - 3y-5)D.(2x — 3y + 5) (2x + 3y + 5)Objective Show full explanation
Question 7Find the perimeter of an equilateral triangle where area is 72cm2.A.36cmB.48cmC.54cmD.49cmObjective Show full explanation
Question 8Which of the following is true about any rhombus?A.all the sides are equalB.two diagonals cut at right anglesC.the angels are bisectedD.All of the aboveObjective Show full explanation
Question 9A number was chosen at random from the number 1 to 30 inclusive. What is the probability that the number will be divisible by 5?A.1/30B.1/5C.5/30D.1/3Objective Show full explanation
Question 10Find the product of (2√y— 3y) and (3y + 2√y)A.4y + y2B.4y + 9y2C.4y - 9y2D.-4y - 9y2Objective Show full explanation