Answer
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Hint: Here we sum up the quantity of milk sold by the booth in the morning and in the evening and multiply it with the price of milk per litre which is unitary method to find the cost of total litres of milk sold in a day.
* Unitary method helps us to find the value of multiple objects if we are given the value of one object by just multiplying the value of a single object to the number of objects.
Complete step-by-step answer:
We have the quantity of milk sold by the booth in the morning as \[130\] litres
And the quantity of milk sold by the booth in the evening as \[70\] litres
So the total quantity of milk sold by the booth in a day will be the sum of quantity of milk sold by booth in the morning and the quantity of milk sold by the booth in the evening
Therefore, total quantity of milk sold by booth in a day is \[130 + 70 = 200\] litres
Now we have cost of milk per litre as \[Rs.52/litre\]
Which means one litre of milk is sold at the price \[Rs.52/litre\]
Therefore, using a unitary system we can calculate the price at which any quantity of milk is sold by multiplying the cost of one litre of milk to the quantity.
We know total quantity of milk sold in a day is \[200\] litres
Therefore, cost of selling \[200\] litres milk will be \[200 \times Rs.52 = Rs.10,400\]
Therefore, total money collected by the booth per day is \[Rs.10,400\]
Note: Alternative method:
Quantity of milk sold in the morning by the booth is \[130\] litres
Cost of price per litre is \[Rs.52/litre\]
Therefore cost of \[130\] litres of milk is given by multiplying cost of one litre of milk to quantity of milk
So, cost of \[130\] litres of milk is \[Rs.52 \times 130 = Rs.6760\]
Similarly,
Quantity of milk sold in the evening by the booth is \[70\] litres
Cost of price per litre is \[Rs.52/litre\]
Therefore cost of \[70\] litres of milk is given by multiplying cost of one litre of milk to quantity of milk
So, cost of \[70\] litres of milk is \[Rs.52 \times 70 = Rs.3640\]
Total money made by the booth is the sum of money made by the booth in the morning and the money made by booth in the evening
Total money made by the booth is \[Rs.6760 + Rs.3640 = Rs.10,400\]
* Unitary method helps us to find the value of multiple objects if we are given the value of one object by just multiplying the value of a single object to the number of objects.
Complete step-by-step answer:
We have the quantity of milk sold by the booth in the morning as \[130\] litres
And the quantity of milk sold by the booth in the evening as \[70\] litres
So the total quantity of milk sold by the booth in a day will be the sum of quantity of milk sold by booth in the morning and the quantity of milk sold by the booth in the evening
Therefore, total quantity of milk sold by booth in a day is \[130 + 70 = 200\] litres
Now we have cost of milk per litre as \[Rs.52/litre\]
Which means one litre of milk is sold at the price \[Rs.52/litre\]
Therefore, using a unitary system we can calculate the price at which any quantity of milk is sold by multiplying the cost of one litre of milk to the quantity.
We know total quantity of milk sold in a day is \[200\] litres
Therefore, cost of selling \[200\] litres milk will be \[200 \times Rs.52 = Rs.10,400\]
Therefore, total money collected by the booth per day is \[Rs.10,400\]
Note: Alternative method:
Quantity of milk sold in the morning by the booth is \[130\] litres
Cost of price per litre is \[Rs.52/litre\]
Therefore cost of \[130\] litres of milk is given by multiplying cost of one litre of milk to quantity of milk
So, cost of \[130\] litres of milk is \[Rs.52 \times 130 = Rs.6760\]
Similarly,
Quantity of milk sold in the evening by the booth is \[70\] litres
Cost of price per litre is \[Rs.52/litre\]
Therefore cost of \[70\] litres of milk is given by multiplying cost of one litre of milk to quantity of milk
So, cost of \[70\] litres of milk is \[Rs.52 \times 70 = Rs.3640\]
Total money made by the booth is the sum of money made by the booth in the morning and the money made by booth in the evening
Total money made by the booth is \[Rs.6760 + Rs.3640 = Rs.10,400\]
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