3:4 is the new ratio, so what is the less from step of 15:19?
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thus is just a example
If A:B=3:4A:B=3:4, B:C=8:10B:C=8:10, and C:D=15:17C:D=15:17, then how can I find A:B:C:DA:B:C:D?
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It is very easy to solve such problems.
Firstly lemme show you with the help of a photograph.
Just arrange the ratios in the manner.
I have solved the problem also.
Firstly all the 3 numbers in the extreme left will be multiplied and that's the ratio for part A
Secondly 2 numbers just below B and one last number below C are multiplied, that's the ratio for part B.
Then the 1st number below B and the 2 numbers below C are multiplied, that's the ratio for part C.
Lastly all the extreme right numbers (just like the ones for A, but A has the left numbers) are multiplied and that's the ratio for part D.
At last you can simplify the answer by dividing the ratio by a common number.
Hope the picture does not confuse you due to the over writing
I hope this will help you
If A:B=3:4A:B=3:4, B:C=8:10B:C=8:10, and C:D=15:17C:D=15:17, then how can I find A:B:C:DA:B:C:D?
ans
It is very easy to solve such problems.
Firstly lemme show you with the help of a photograph.
Just arrange the ratios in the manner.
I have solved the problem also.
Firstly all the 3 numbers in the extreme left will be multiplied and that's the ratio for part A
Secondly 2 numbers just below B and one last number below C are multiplied, that's the ratio for part B.
Then the 1st number below B and the 2 numbers below C are multiplied, that's the ratio for part C.
Lastly all the extreme right numbers (just like the ones for A, but A has the left numbers) are multiplied and that's the ratio for part D.
At last you can simplify the answer by dividing the ratio by a common number.
Hope the picture does not confuse you due to the over writing
I hope this will help you
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