A fruit-seller sells $4$ oranges for Rs. $3$ , gaining $50 %$ .
If S.P. of one orange is $0.75$ Rs, then type $1$ or else type $0$ .

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Solution

Given, S.P of $4$ oranges $= R s 3$
$\Rightarrow$ S.P. of $1$ orange $= \frac{3}{4} = 0.75$ Rs.
Hence, the answer is $1$ .

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A fruit-seller sells 4 oranges for Rs. 3, gaining 50%.If S.P. of one orange is 0.75 Rs, then type 1 or else type 0.

Given, S.P of 4 oranges =Rs3 ⇒ S.P. of 1 orange =34=0.75 Rs.Hence, the answer is 1.

A fruit-seller sells $4$ oranges for Rs. $3$ , gaining $50 %$ .
If S.P. of one orange is $0.75$ Rs, then type $1$ or else type $0$ .

Given, S.P of $4$ oranges $= R s 3$
$\Rightarrow$ S.P. of $1$ orange $= \frac{3}{4} = 0.75$ Rs.
Hence, the answer is $1$ .