Advertisements
Advertisements
Question
Divide Rs 10,400 among A, B and C in the ratio `1/2:1/3:1/4`
Solution
Given ratio = `1/2:1/3:1/4`
= `1/2xx12:1/3xx12:1/4xx12` .......(Since L.C.M. of 2, 3 and 4 = 12)
= 6 : 4 : 3
Sum of ratio = 6 + 4 + 3 = 13
A's part = `6/13xx10400` = 6 × 800 = 4800
B's part = `4/13xx10400` = 4 × 800 = 3200
C's part = `3/13xx10400` = 3 × 800 = 2400
APPEARS IN
RELATED QUESTIONS
Find the compound ratio of `sqrt(2) : 1, 3: sqrt(5)` and `sqrt(20) : 9`
Find the triplicate ratio of 2a : 3b
If 3x + 4 : x + 5 is the duplicate ratio of 8 : 15, find x.
Express the following ratios in its simplest form :
x2 : 4x
If (a – x) : (b – x) be the duplicate ratio of a: b show that:
`(1)/x = (1)/a + (1)/b.`
Express the given ratio in its simplest form: 200 m : 5 km
Make set of all possible proportions from the numbers 15, 18, 35 and 42.
If x, y, and z are in continued proportion, then which of the following is true:
x : x = z : y
If (4x + 3y) : (3x + 5y) = 6 : 7, find y, if x = 27
The income of a man is increased in the ratio of 10 : 11. If the increase in his income is Rs 600 per month, find his new income.
Three numbers are in the ratio `(1)/(2) : (1)/(3) : (1)/(4)` If the sum of their squares is 244, find the numbers.
Express the following ratio in the simplest form:
480 : 384
Find the ratio of the price of a pencil to that of a ball pen if pencils cost Rs 96 per score and ball pens cost Rs 50.40 per dozen.
40 men can finish a piece of work in 26 days. How many men will be needed to finish it in 16 days?
The ratio of ₹ 1 to 20 paise is _______________
3:33 = 33:333
The two terms of a ratio can be in two different units.
When Chinmay visted chowpati at Mumbai on a holiday, he observed that the ratio of North Indian food stalls to South Indian food stalls is 5:4. If the total number of food stalls is 117, find the number of each type of food stalls.
An alloy contains only zinc and copper and they are in the ratio of 7:9. If the weight of the alloy is 8 kg, then find the weight of copper in the alloy.
In figure, find the ratio of the area of the shaded portion to that of the whole figure: