Advertisements
Advertisements
Question
The weekly expenses of a boy have increased from ₹ 1,500 to ₹ 2,250. Find the ratio of:
(i) increase in expenses to original expenses.
(ii) original expenses to increased expenses.
(iii) increased expenses to increase in expenses.
Advertisements
Solution
Original expenses =₹1500
Increased expenses =₹2250
Increase in expenses = ₹2250– ₹1500=₹750
Now,
(i) Ratio in increase in expenses to original expenses =₹750 : 1500 = 1 : 2
(ii) Original expenses to increased expenses = ₹1500 : ₹2250
`1500/750=2250/750=2:3`
(iii) Increased expenses to increased in expenses = ₹2250 : ₹750 = 3 : 1 ......(Dividing by 750)
RELATED QUESTIONS
If (x + 3) : (4x + 1) is the duplicate ratio of 3 : 5, find the value of x.
Find the value of x, if: (3x – 7) : (4x + 3) is the sub-triplicate ratio of 8 : 27.
if `x/a = y/b = z/c` prove that `(ax - by)/((a + b)(x - y)) + (by - cz)/((b + c)(y - z)) + (cz - az)/((c + a)(z - x)) = 3`
If p : q = 2 : 5 , q : r = 4 : 3, then find p : r
Find the fourth proportional of 4 hours 40 minutes, 1 hour 10 minutes and 16 hours.
Which of the following numbers are in continued proportion:
3, 6 and 15
Find the sub-triplicate ratio of 27a3 : 64b3
Express the following ratio in the simplest form:
324 : 144
The ratio of the length of a field to its width is 5 : 3. Find its length if the width is 42 metres.
Choose the correct answer from the given options :
The ratio of 45 minutes to `5(3)/(4)` hours is
