a sum of rupees 3600 is to be distributed among seema,rahul and abdul. In the ratio 5:6:7.how much will each one get?
divide the sum into 5+6+7=18 equal parts of size x. So,
18x = 3600
x = 200
The shares are thus
5*200 = 1000
6*200 = 1200
7*200 = 1400
To find out how much each person will get, we need to divide the sum of rupees 3600 in the given ratio 5:6:7.
Step 1: Add the three parts of the ratio: 5 + 6 + 7 = 18.
Step 2: Divide the total sum (3600) by the total ratio (18) to find the value of one part: 3600 ÷ 18 = 200.
Step 3: Multiply the value of one part by each person's ratio to find out how much they will get.
-- Seema's share: 5 parts x 200 = 1000 rupees.
-- Rahul's share: 6 parts x 200 = 1200 rupees.
-- Abdul's share: 7 parts x 200 = 1400 rupees.
So, Seema will get 1000 rupees, Rahul will get 1200 rupees, and Abdul will get 1400 rupees.
To find out how much each person will get, first, we need to find the total value of the ratio.
The total value of the ratio is 5 + 6 + 7 = 18.
Next, we need to divide the total sum of rupees 3600 based on the ratio.
To do this, we divide 3600 by 18 (total value of the ratio):
3600 / 18 = 200
This means that each part of the ratio is equal to 200 rupees.
Finally, we multiply each part of the ratio by 200 to find out how much each person will get:
Seema: 5 parts * 200 rupees = 1000 rupees
Rahul: 6 parts * 200 rupees = 1200 rupees
Abdul: 7 parts * 200 rupees = 1400 rupees
Therefore, Seema will get 1000 rupees, Rahul will get 1200 rupees, and Abdul will get 1400 rupees.