Present ages of Anu and Raj are in the ratio 4:5. Eight years from now
the ratio of their ages will be 5:6. Find their present ages.
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Step-by-step explanation:
Present ages of Anu and Raj are in the ratio 4:5. Eight years from now the ratio of their ages will be 5:6. What are their present ages?
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Let the rational between ages of Anu and Raj be x
Present ages of Anu and Raj are in the ratio 4:5. So their ages are 4x and 5x
Eight years from now the ratio of their ages will be 5:6
8 years from now their ages, 4x + 8 and 5x + 8
Their ratio is 5 : 6
4x + 8/5x + 8 = 5/6
Cross multiplication
5 (5x + 8) = 6 (4x + 8)
25x + 40 = 24x + 48
25x - 24x = 48 - 40
x = 8
The rational is 8, their ages
Anu’s present age 4x = 4 × 8 = 32 years
Raj's present age 5x = 5 × 8 = 40 years
Answer the present ages of Anu is 32 years and present age of Raj is 40 years.
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Let their present age be 4a and 5a.
After 8 years, their ages will be (4a+8) and (5a+8)
Ratio would be (4a+8) : (5a+8)
But this ratio is given to be 5:6. Therefore
(4a+8) : (5a+8) = 5:6
solve this (4a+8) / (5a+8) = 5/6
=> 6 x (4a+8) = (5a+8) x 5
=> 24a + 48 = 25a + 40
=> a = 8
So their present age would be
4a = 4x8 = 32
5a = 5x8 = 40
Present ratio 4:5
Difference between ratios 5–4 =1
+8 years ratio 5:6
Difference between ratios 6–5=1
So both are equal and take any one means 5–4 =1 or 6–5 =1
Difference between years present and +8 years is 8 years
1 parts is 8 years
Now multiply present ratio with 8 then
Ages are 32 and 40
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Hello guys.
The ratio of present ages of Anu and Raj is 4:5.
Let k be the common multiple.
So the age of Anu is 4k and that of Raj is 5k.
After 8 years.
Age of Anu is 4k+8.
Age of Raj is 5k+8 .
The ratio is 5:6
i.e. 4k+8/5k+8= 5/6
24k+48 = 25k + 40.
k = 8.
The present age of Anu is 4k = 32 and present age of Raj is 5k = 40 .
So, the present ages of Anu and Raj are 32 years and 40 years respectively.
Hope this answer helps you. Have a good day!!!
Answer:
5:6.
Step-by-step explanation:
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