Question

. Riya and Avanya sold 2 bicycles worth Rs. 4800. If Avaya sold 11/4 times of what Riya sold how much did she get​

Answer 1

Answer:

Avaya got Rs 3520

Step-by-step explanation:

let riya sold rs x

avayav sold 11/4 x

x + 11/4x = 4899

x=1280

Answer 2

Answer: $Rs3520$

Concept: This question is from the 'Ratio & Proportion' chapter. It's a word problem, therefore to solve it we make an equation according to the statement given in the problem.

Given: Riya and Avanya sold 2 bicycles worth Rs4800 and Avanya sold  

$\frac{11}{4}$  times what Riya sold

To find : How much did Avanya get in this?

Solution: Now according to the question's statement

Avanya sold $\frac{11}{4}$ time Riya sold and their total worth is Rs4800

Let Riya sold at 'x' rs

           $x+\frac{11}{4}x=4800$

⇒          $\frac{4x+11x}{4} =4800$

⇒          $\frac{15x}{4}=4800$

⇒          $15x=4$×$4800$

⇒          $15x=19,200$

⇒              $x=\frac{19200}{15}$

⇒              $x=Rs1280$

Riya Sold the bicycle for Rs1280 & and Avanya sold $\frac{11}{4}$ times of Riya

therefore Avanya sold price= $\frac{11}{4}$×$1280$

                                              = $3520$

Avanya sold it for $Rs3520$