The average price of 12 toy cars and 12 books is rs 600.If the price of a book is twice that of a toy car ,find the total price of 3 toy cars and 2 books
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Let the price of toy car be x
Then the price of book will be 2x
Given
\begin{gathered}\frac{12(x) + 12(2x)}{24} = 600 \\ \\ \frac{12x + 24x}{24} = 600 \\ \\ \frac{36x}{24} = 600 \\ \\ 36x = 24 \times 600 \\ \\ x = 24 \times 600 \div 36 \\ \\ x = 400\end{gathered}
24
12(x)+12(2x)
=600
24
12x+24x
=600
24
36x
=600
36x=24×600
x=24×600÷36
x=400
So, cost of toy car = Rs 400
And cost of book = Rs 800
Now
total cost = 3(400)+2(800)
= Rs ( 1200+ 1600)
= Rs 2800
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