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Volume of a cone is 6280 cubic cm and base radius of the cone is 30 cm. Find its perpendicular height. (π = 3.14) - Geometry

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प्रश्न

Volume of a cone is 6280 cubic cm and base radius of the cone is 30 cm. Find its perpendicular height. (π = 3.14)

योग
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उत्तर

We are given:

Volume (V) = 6280 cm3

Radius (r) = 30 cm

π = 3.14

We need to find the perpendicular height (h) of the cone.

Step 1: Use the formula for the volume of a cone

V = `1/3 pir^2h`

Substitute the values:

6280 = `1/3 xx 3.14 xx (30)^2 xx h`

6280 = `1/3 xx 3.14 xx 900 xx h`

6280 = `1/3 xx 2826 xx h`

6280 = 942 × h

h = `6280/942`

= 6.67

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अध्याय 9: Surface Area and Volume - Practice Set 9.2 [पृष्ठ ११९]

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बालभारती Mathematics 2 [English] Standard 9 Maharashtra State Board
अध्याय 9 Surface Area and Volume
Practice Set 9.2 | Q 5. | पृष्ठ ११९
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