Munna and Munni are aged 14 years and 10 years. Their mother wants to divide Rs 180 between them in the ratio of their ages. how much does each get??

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Solution

Dear student,

$T o t a l m o n e y t o b e d i v i d e d = R s 180 L e t m u n n a g e t s = R s x a n d m u n n i = R s 180 - x \frac{a g e o f m u n n a}{a g e o f m u n n i} = \frac{14}{10} = \frac{m u n n a' s m o n e y}{m u n n i' s m o n e y} = \frac{x}{180 - x} \frac{14}{10} = \frac{7}{10} = \frac{x}{180 - x} \Rightarrow 7 (180 - x) = 10 x \Rightarrow 1260 - 7 x = 10 x 1260 = 17 x \Rightarrow x = 74.11 ≃ R s 74 (m u n n a' s m o n e y) m u n n i' s m o n e y = 180 - x = 180 - 74 = R s 106$
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Munna and Munni are aged 14 years and 10 years. Their mother wants to divide Rs 180 between them in the ratio of their ages. how much does each get??

Dear student, Total money to be divided= Rs 180Let munna gets=Rs x and munni =Rs 180-xage of munnaage of munni=1410=munna's moneymunni's money=x180-x1410=710=x180-x⇒7(180-x)=10x ⇒1260-7x=10x1260=17x⇒x=74.11≃ Rs 74 (munna's money)munni's money=180-x=180-74=Rs 106 Regards