Advertisements
Advertisements
Question
Given below is a Mathematical term.

Find the ratio of consonants to vowels in the term.
Advertisements
Solution
In mathematical term “Perpendicular”,
Number of consonants = 8, i.e. (p, r, p, n, d, c, l, r)
Number of vowels = 5, i.e. (e, e, i, u, a)
Ratio of consonants to vowels = `"Number of consonants"/"Number of vowels" = 8/5`
Hence, ratio is 8 : 5.
APPEARS IN
RELATED QUESTIONS
If (x + 3) : (4x + 1) is the duplicate ratio of 3 : 5, find the value of x.
If `(a + b)/(am + bn)= (b + c)/(mb + nc )= (c + a)/(mc + na)` prove that each of theseccc `2/(m+n)`provided a + b + c ≠ 0
The present age of two persons are in the ratio 4: 3. Nine years hence their ages will be in the ratio 23: 18. Find their present ages.
The ratio between two quantities is 3:4. If the first number is 810, find the second number.
Which of the following numbers are in continued proportion:
3, 6 and 15
The ratio between 7 and 5 is same as the ratio between ₹ x and ₹ 20.50; find the value of x.
If (4x + 3y) : (3x + 5y) = 6 : 7, find x, if y = 10
Find the ratio of the first quantity to the second.
30 litres, 24 litres
The ratio of the number of boys to the number of girls in a school of 560 pupils is 5 : 3. If 10 new boys are admitted, find how many new girls may be admitted so that the ratio of the number of boys to the number of girls may change to 3 : 2.
Divide Rs 1400 among A. B and C in the ratio 2 : 3 : 5.
