Q1 Plum trees are erected every 5 m along a road divider on both ends. On the same road divider, pine trees are planted every 3 m on both ends. If there are 20 more pine trees than plum trees, What is the distance of the road divider? How many plum and pine trees are there altogether?
Q2 54 trees were planted to form a regular hexagon track. Each side of the hexagon is of the same length. Find the number of trees on each side of the hexagon.
TIA
1. dunno how to answer without algebra =P
2. first, draw a hexagon, that will help you to see what is going on. so it's 54 / 6 = 9. however, this is not the answer as 1 tree from the next side is also included. so each side has 9 + 1 = 10
Q3 Sam went shopping at a department store. He spent 1/5 of his money on a sofa set and $786 on a washing machine. Later, he spent 1/8 of his remaining amount on a dining table. If the amount of money left was $86.35 more than half of the amount he had at first, how much money did Sam have at first ?
Originally posted by ThunderFbolt:1. dunno how to answer without algebra =P
2. first, draw a hexagon, that will help you to see what is going on. so it's 54 / 6 = 9. however, this is not the answer as 1 tree from the next side is also included. so each side has 9 + 1 = 10
The P6 syllabus is now teaching algebra albeit in a slightly modified way than what you learn in secondary school.
They use rectangular blocks instead of alphabets.
Originally posted by charlize:The P6 syllabus is now teaching algebra albeit in a slightly modified way than what you learn in secondary school.
They use rectangular blocks instead of alphabets.
=P fine then. let x be the distance of the road divider. x/3-x/5 = 20 ==> x = 150 m. number of trees should be 82. draw your own model. =P
you could also just find the HCF of 5 and 3, find the difference in number of threes between them, then find the distance you need to make a difference of 20 trees. this is probably the way that you are required to do.
lazy to think of the 3rd one, let's see if anyone else answers.