Holiday Assignment

HOLIDAY ASSIGNMENT FOR J.S.S ONE (C R S)

QUESTION: DRAW THE FAMILY TREE OF JESUS BEGINNING FROM ABRAM TO JESUS. CHECK THE

INTERNET AND DRAW IT IN A WHITE CARD BOARD.

MATHEMATICS HOLIDAY ASSIGNMENT FOR JSS3

1a. A triangle has a base of length 8cm and an area of less than 12. What can be said about the height.

  1. Tayo buy x novels at N300.00 each and (x+2) novels at N400.00 each. She spends less than N500.00 altogether, find the possible values of x.
  2. State the range of values of x for which the inequality 0 is true and show the inequality on a number line.
  3. Define an acute angle denoted by x using inequality.

2a. If a die is tossed, what is the probability of getting (i)an even number (ii) an odd number

  1. In two tosses of a fair die, what is the probability that the number 4 turns up at least once.
  2. The probability the Kunle will be alive in 5 years’ time is and the probability that his wife Shayo will be alive in 5 years’ time is . Find the probability that in 5 years’ time (i) both of them will be alive (ii) only Kunle will be alive.
  3. Two cards are drawn one after the other with replacement from a well shuffled deck of cards. What is the probability that the two cards are both kings.
  4. Three fair coins are tossed together once. Find the probability of getting (i)at least one head (ii)at most one tail (iii)exactly 3 heads.
  5. A fair coin is tossed twice. Find the probability that (i) two heads appear (ii) two tails appear (iii) at least one head appears
  6. In two tosses of a fair die, what is the probability that (i)sum of the two numbers that show up is 7 (ii)sum of the two numbers that show up is even (iii) sum of the two numbers that show up is greater than 9.
  7. Write down the formulae for calculating each of the following;(i) Total surface area of a cylinder (ii) volume of a cylinder (iii)curved surface area of a cone (iv)Slant height of a cone of base radius r and vertical height h (v) total surface area of a cuboid and cube (vi)volume of a cone (vii)volume of a cuboid and cube (viii)area of a rhombus
  8. If a man sells an article for N8.25 he makes a profit of 10%. (a) find the cost price(b)At what price must he sell the same article in order to increase his profit to 40%
  9. From a water tank 65% of the content are drained away and this is 88litres more than the quantity left in the tank, how much did the tank hold originally
  10. Share N253.00 among A, Band C so that B has half as much more as A and C has twice as much more as B
  11. In a sale, all prices are reduced by 20k in the naira, if an article was reduced by N4.75k, what was the original price.