The ratio between the present ages of p and q is 5:8 after 4 years,the ratio between their ages will be 2:3 what is q's age at present
Answers
Answered by
0
hey mate!!!!
here goes your answer!!
let present age of p = x and that of q = y
so , atq , ratio of their ages = 5 :8
x/y = 5/8
8x = 5y
x=5y/8 eq 1
after 4yrs , their age are : p= x+4 and q = y +4
atq , ratio = 2:3
x+4 /y+4 = 2/3
3 (x+4) = 2(y+4)
3x +12 = 2y +8
now put the value pf x from eq 1
3 (5y/8) +12 = 2y +8
15y - 4 = 2y +8
y = 32 yrs..
so present age of q is 32 years
hope it helps !!!
thnx :}
Answered by
0
answer is 32
Step-by-step explanation:
trick.
p:q:difference
present age. 5r:8r: 3 cross multiple both
after 4 years 2r:3r: 1 ratios
again new ratio.
present age. 5r:8r
4 years. 6r:9r
1r is 4
then. r*4
atq. present age q is r*4
=8*4=32
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