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Assume that a drop of water is shperical...

Assume that a drop of water is shperical and its diameter is one-tenth of a cm. A conical glass has a height equal to the diameter of its rim. If 32000 drops of water is fill the grass completely, then the height of the glass (in cm.) is
मान लें कि पानी को एक बूंद गोलाकार है और इसका व्यास एक सेमी का दसवां हिस्सा है। एक शंक्वाकार गिलास की ऊँचाई, उसके आधार (rim) के व्यास के बराबर है। यूदि 32000 पानी की बूंदें गिलास को पूरी तरह से भर देती हैं, तो गिलास को ऊँचाई (सेमी में) कितना है?

A

1

B

2

C

3

D

4

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The correct Answer is:
D
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Assume that a drop of water is spherical and its diameter is one-tenth of a cm. A conical glass has a height equal to the diameter of its rim. If 32000 drops of water can fill the glass completely, then the height of the glass (in cm.) is मान लें कि पानी को एक बूंद गोलाकार है और इसका व्यास एक सेमी का दसवां हिस्सा है। एक शंक्वाकार गिलास की ऊँचाई, उसके आधार (rim) के व्यास के बराबर है। यूदि 32000 पानी की बूंदें गिलास को पूरी तरह से भर देती हैं, तो गिलास को ऊँचाई (सेमी में) कितना है?

Assume that a drop of water is spherical and its diameter is one-tenth of a cm. A conical glass has a height equal to the diameter of its rim. If 32000 drops of water fill the glass completely, then the height of the glass (in cm.) is

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