There are five times the number of two wheelers as there are three wheelers. The no of four wheelers are equal to the number of two wheelers. Find the average number of wheel per vehicle

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Solution

Given $:$ Let number of $3$ wheeler $= x$ , and no of wheels $= 3 x$
No of $2$ wheeler $= 5 x$ , and number of wheels $= 5 x \times 2 = 10 x$
No of $4$ wheeler $= 5 x$ and number of wheels $5 x \times 4 = 20 x$
Average number of people per vehicle $= \frac{3 x + 10 x + 20 x}{x + 5 x + 5 x} = \frac{33 x}{11 x} = 3$

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There are five times the number of two wheelers as there are three wheelers. The no of four wheelers are equal to the number of two wheelers. Find the average number of wheel per vehicle

Given:Let number of 3 wheeler=x, and no of wheels=3xNo of 2 wheeler =5x, and number of wheels =5x×2=10xNo of 4 wheeler =5x and number of wheels5x×4=20x Average number of people per vehicle=3x+10x+20xx+5x+5x=33x11x=3