There are floods in Kerala.The "Divine society charitable trust" plans to distribute 7392 litres of milk to the victim. The milk is packed in many conical cups of radius 7cm and height 12cm. Estimate the number of cups that can be distributed to the victims. What gesture of the trust is reflected with this act? If the cost of one conical cup is ₹2 and cost of milk is ₹40 per litre estimate the total cost of the trust.
Answers
Answer:
Number of the conical cups are used be 12010 .
Helping of the victims gesture reflected here .
The total cost of the milk and conical cups provided by the trust is $319700 .
Step-by-step explanation:
Formula
Where r is the radius and h is the height .
As given
There are floods in Kerala.The "Divine society charitable trust" plans to distribute 7392 litres of milk to the victim.
The milk is packed in many conical cups of radius 7cm and height 12cm.
r = 7 cm
h = 12 cm
= 615.44 cm³
As
1 litre = 1000 cm³
Thus convert 7392 litres into cm³ .
7392 = 7392 × 1000 cm ³
= 7392000 cm³
Let us assumes that the number of cups that can be distributed to the victims be x .
Equations becomes
615.44 × x = 7392000
615.44x = 7392000
x = 12010 (Approx)
Thus 12010 cups that can be distributed to the victims .
Helping of the victims gesture reflected here .
If the cost of one conical cup is ₹2 and cost of milk is ₹40 per litre .
Total cost of the milk and conical cups provided by the trust = Cost of conical cups × Number of cups + Cost of the milk per litres × Total litres of milks used .
Total cost of the milk and conical cups provided by the trust = 2 × 12010 + 40 × 7392
Total cost of the milk and conical cups provided by the trust =24020 + 295680
Total cost of the milk and conical cups provided by the trust = $ 319700
Thus the total cost of the milk and conical cups provided by the trust is $319700 .