Question

(find the cost of total rice) A merchant mixes two variety of rice one costing ₹ 35 per kg and another at ₹ 45 per kg in the ratio 3 : 2​

Answer 1

$\huge\mathfrak\red{Answer :) }$

Profit % of mix rice = \frac{2.6}{39} \times 100 = 6.6 \%

39

2.6

×100=6.6%

Step-by-step explanation:

we need to find the gain or loss percentage

$\mathfrak\red{Given:) }$

A merchant mixes two varieties of rice, one costing ₹ 35 per kg and another at ₹ 45 per kg in 3 : 2 . He sells the mixed variety at ₹ 41.60 per kg.

Cost of total 5 Kg of rice mix =3\times 35 + 2\times 453×35+2×45

=105 + 90105+90

= ₹ 195

Cost of 1 kg of mix rice =\frac{195}{5}= 39

5

195

=39

Selling price of 1 kg mix rice = ₹ 41.60

Since, selling price > cost price

⇒ profit =₹ 41.60 - ₹ 39 = ₹ 2.6

Profit % of mix rice = \frac{2.6}{39} \times 100 = 6.6 \%

39

2.6

×100=6.6%

Answer 2

\huge\mathfrak\red{Answer :) }Answer:)

Profit % of mix rice = \frac{2.6}{39} \times 100 = 6.6 \%

39

2.6

×100=6.6%

Step-by-step explanation:

we need to find the gain or loss percentage

\mathfrak\red{Given:) }Given:)

A merchant mixes two varieties of rice, one costing ₹ 35 per kg and another at ₹ 45 per kg in 3 : 2 . He sells the mixed variety at ₹ 41.60 per kg.

Cost of total 5 Kg of rice mix =3\times 35 + 2\times 453×35+2×45

=105 + 90105+90

= ₹ 195

Cost of 1 kg of mix rice =\frac{195}{5}= 39

5

195

=39

Selling price of 1 kg mix rice = ₹ 41.60

Since, selling price > cost price

⇒ profit =₹ 41.60 - ₹ 39 = ₹ 2.6

Profit % of mix rice = \frac{2.6}{39} \times 100 = 6.6 \%

39

2.6

×100=6.6%