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Solution:
⇨Let the number of 10 rupee cards be x
⇨Then, Number of 5 rupee cards will be 2x/3
⇨Number of 15 rupee cards will be 1x/5
A/Q
![10x+5\times \frac{2x}{3}+15\times \frac{x}{5}=245 Ranjana's Mother gave her Rs 245 for buying New Year cards. If she got some 10 rupee cards, 2/3 as many 5 rupee cards and 1/5 as many 15 rupee cards. How many of each kind did she buy ?](https://latex.codecogs.com/gif.image?\dpi{150}&space;10x+5\times&space;\frac{2x}{3}+15\times&space;\frac{x}{5}=245)
⇨Therefore, Number of 10 rupee cards will be 15
⇨Number of 5 rupee cards will be
![\large \Rightarrow \frac{2x}{3}=\frac{2\times 15}{3}=10 Ranjana's Mother gave her Rs 245 for buying New Year cards. If she got some 10 rupee cards, 2/3 as many 5 rupee cards and 1/5 as many 15 rupee cards. How many of each kind did she buy ?](https://latex.codecogs.com/gif.latex?\dpi{120}&space;\large&space;\Rightarrow&space;\frac{2x}{3}=\frac{2\times&space;15}{3}=10)
⇨Number of 15 rupee cards will be
⇨Number of 5 rupee cards will be
⇨Number of 15 rupee cards will be
Tags:
Math-Class-8