9)
There are 25 persons in a tent which is conical
in shape. Every person needs an area of 4 sq.m.
of the ground inside the tent. If height of the
tent is 18 m, find the volume of the tent.
(3 marks)
Answers
Answer:
Required Volume is 600 m ³
Step-by-step explanation:
Volume of conical tent = ⅓ pie r² h
Volume of conical tent = ⅓ pie r² h Total no. of persons in tent = 25
Volume of conical tent = ⅓ pie r² h Total no. of persons in tent = 25Area required by each person = 4 sq m
Volume of conical tent = ⅓ pie r² h Total no. of persons in tent = 25Area required by each person = 4 sq m Total area required = 25 × 4 sq m
Volume of conical tent = ⅓ pie r² h Total no. of persons in tent = 25Area required by each person = 4 sq m Total area required = 25 × 4 sq m = 100 sq m
Volume of conical tent = ⅓ pie r² h Total no. of persons in tent = 25Area required by each person = 4 sq m Total area required = 25 × 4 sq m = 100 sq m Area of base of tent = pie r ² = 100 sq m
Volume of conical tent = ⅓ pie r² h Total no. of persons in tent = 25Area required by each person = 4 sq m Total area required = 25 × 4 sq m = 100 sq m Area of base of tent = pie r ² = 100 sq m Volume of tent = ⅓ pie r² h
Volume of conical tent = ⅓ pie r² h Total no. of persons in tent = 25Area required by each person = 4 sq m Total area required = 25 × 4 sq m = 100 sq m Area of base of tent = pie r ² = 100 sq m Volume of tent = ⅓ pie r² h Height of the tent = 18 m
Volume of conical tent = ⅓ pie r² h Total no. of persons in tent = 25Area required by each person = 4 sq m Total area required = 25 × 4 sq m = 100 sq m Area of base of tent = pie r ² = 100 sq m Volume of tent = ⅓ pie r² h Height of the tent = 18 m = ⅓ × 100 × 18 = 600 m³
Volume of conical tent = ⅓ pie r² h Total no. of persons in tent = 25Area required by each person = 4 sq m Total area required = 25 × 4 sq m = 100 sq m Area of base of tent = pie r ² = 100 sq m Volume of tent = ⅓ pie r² h Height of the tent = 18 m = ⅓ × 100 × 18 = 600 m³ Required Volume Of The Tent is 600m³