In a bag the number of 1 rupee coins is 3 times the number of 2 rupee coins. If the worth coins is ₹ 120 , find the number of coins of each type.
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Let no of RS 1 coin be x and Rs 2 coin be y
It's given that

and the first statement says that

So it gives

So no of 1 Rupees coins is 72 and 2 Rupees coins is 24
It's given that
and the first statement says that
So it gives
So no of 1 Rupees coins is 72 and 2 Rupees coins is 24
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