Aman buys $15$ sets of pens and pencils for distributing to his friends on his birthday. If a pen costs Rs. $56$ and a pencil cost Rs. $4$ , how much does he spend on these items $?$

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Solution

The cost of a pen $=$ Rs. $56$
The cost of a pencil $=$ Rs. $4$
Number of pens bought by Aman $= 15$
Therefore money spent on pens $= 15 \times 56$
$=$ Rs. $840$
Number of pencils bought by Aman $= 15$
Therefore money spent on pencils $= 15 \times 4$
$=$ Rs. $60$
Total money spent $=$ Rs. $(840 + 60)$ $=$ Rs. $900$

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Aman buys 15 sets of pens and pencils for distributing to his friends on his birthday. If a pen costs Rs. 56 and a pencil cost Rs.4, how much does he spend on these items?

The cost of a pen =Rs. 56The cost of a pencil = Rs. 4Number of pens bought by Aman =15Therefore money spent on pens=15×56 = Rs. 840Number of pencils bought by Aman =15Therefore money spent on pencils=15×4 =Rs. 60Total money spent =Rs.840+60=Rs. 900

Aman buys $15$ sets of pens and pencils for distributing to his friends on his birthday. If a pen costs Rs. $56$ and a pencil cost Rs. $4$ , how much does he spend on these items $?$