Divide 714 Marbles between Alok and Kabir in the ratio 3 : 4

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Solution

Sum of a given ratio $= 3 + 4 = 7$
$D i v i d e t h e n u m b e r o f M a r b l e s w i t h t h i s s u m = \frac{714}{7} = 102 M u l t i p l y 102 w i t h a n y o n e n u m b e r i n r a t i o F o r A l o k = 102 \times 3 = 306 F o r K a b i r = 102 \times 4 = 408 \frac{A l o k}{K a b i r} = \frac{306}{408} = 306 : 408$

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Divide 714 Marbles between Alok and Kabir in the ratio 3 : 4

Sum of a given ratio =3+4=7DividethenumberofMarbleswiththissum=7147=102Multiply102withanyonenumberinratioForAlok=102×3=306ForKabir=102×4=408AlokKabir=306408=306:408