During lockdown, Mr. X decided to distribute free packets of various kinds of milk. Actually price of 1litre of full fat,
single toned and double toned milk are 80,60 and 40 in rupees.He distributed 50 packets of full fat and X packets of
single toned milk. Number of packets of double toned milk is equal to the square of single toned milk. The quantity
of milk in each packet is 1L.On the above information answered the following questions:
(i) Write expression for total number of packets distributed.
(ii) Write expression for the total cost (in Rs) of milk distributed.
Write expression for total number of packet distribution
To answer the questions, let's break down the information given:
(i) Mr. X distributed 50 packets of full fat milk and X packets of single toned milk. The number of packets of double toned milk is equal to the square of single toned milk.
To find the total number of packets distributed, we add up the packets of full fat milk, single toned milk, and double toned milk.
The expression for the total number of packets distributed can be written as:
Total number of packets distributed = 50 (packets of full fat milk) + X (packets of single toned milk) + X^2 (packets of double toned milk)
(ii) The price of 1 liter of full fat milk is 80 rupees, single toned milk is 60 rupees, and double toned milk is 40 rupees.
To find the total cost (in rupees) of the milk distributed, we need to multiply the price of each type of milk by the number of packets distributed for that type, and then add them together.
The expression for the total cost of milk distributed can be written as:
Total cost of milk distributed = (50 * 80) + (X * 60) + (X^2 * 40)
So, the expressions for the total number of packets distributed and the total cost of milk distributed are as follows:
(i) Total number of packets distributed = 50 + X + X^2
(ii) Total cost of milk distributed = (50 * 80) + (X * 60) + (X^2 * 40)