Advertisements
Advertisements
Question
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.
Advertisements
Solution
Let the present income = 10x
then increased income = 11x
∴ Increase per month
= 11x - 10x
= x
∴ x = ₹600
Now his new income
= 11x
= 11 x 600
= ₹6600.
APPEARS IN
RELATED QUESTIONS
Convert the following percentage to fractions and ratio:
25%
If `"a"/("b + c") = "b"/("c + a") = "c"/("a + b")` , then prove that a(b - c) + b(c-a) + c (a - b) = 0
Find the third proportional of 27 and 9
Find the ratio of the first quantity to the second.
750 grams, `1/2` kg
Ratio of 5 km 400 m to 6 km = _______________
The ratio of the number of sides of a triangle to the number of sides of a rectangle is
In an election, the votes cast for two of the candidates were in the ratio 5 : 7. If the successful candidate received 20734 votes, how many votes did his opponent receive?
Find the ratio of the following:
Express 150% as a ratio in the lowest form.
Given below is a Mathematical term.

Find the ratio of consonants to vowels in the term.
