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If the volume of a sphere is 4851 cm^3, ...

If the volume of a sphere is `4851 cm^3`, then its surface area (in `cm^2`)is : (Take`pi=22/7`)
यदि एक गोले का आयतन 4851 घन सेमी है, तो इसका पृष्ठ क्षेत्रफल ( वर्ग सेमी में ) होगा :

A

1323

B

2772

C

1337

D

1386

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If the volume of a sphere is 4851 cm^3 ,then the surface area (in cm^2 ) is: (Take pi = 22/7 ) यदि एक गोले का आयतन 4851 cm^3 है, तो सतह क्षेत्रफल ( cm^2 में) ज्ञात करें

If the volume of a sphere is 4851 cm^3 , then its surface area (in cm^2 ) is: यदि एक गोले का आयतन 4851 cm^3 है, तो इसका क्षेत्रफल ( cm^2 में) है: (take pi= 22/7 )

The volume of a solid sphere is "4851 m"^(3) . What is the surface area of the sphere?(Take pi=(22)/(7) )

If the surface area of a sphere is 1386 cm^2 , then its volume is: ( pi= 22/7 ) यदि एक गोले का सतह क्षेत्र 1386 cm^2 है, तो इसका आयतन है:( pi= 22/7 )

The radius of a solid right circular cylinder is 66 2/3 % of its height. If height is h centimeters then its total surface area (in cm^2 ) is: ठोस लम्ब वृत्तीय बेलन की त्रिज्या इसकी ऊंचाई का 66 2/3 % है| यदि ऊंचाई h सेमी है, तो इसका कुल पृष्ठ क्षेत्रफल ( वर्ग सेमी में ) ज्ञात करें |

The volume of a sphere is 36 pi cm^3 . What is the radius of the sphere? एक गोले का आयतन 36 pi घन सेमी है | इस गोले की त्रिज्या ज्ञात करें |

The volumes of sphere A and B are in the ratio 125:64. If the sum of radii A and B is 36 cm, then the surface area (in cm^2 ) of A is: A और B गोले का आयतन 125 : 64 के अनुपात में है | यदि A और B की त्रिज्याओं का जोड़ 36 सेमी है, तो A का पृष्ठ क्षेत्रफल (वर्ग सेमी में ) कितना है ?

If the height of an equilateral triangle is 20 sqrt2 cm , then what is its area (in cm^2 )? यदि किसी समबाहु त्रिभुज की ऊंचाई 20 sqrt2 cm है, तो इसका क्षेत्रफल (वर्ग सेमी में ) ज्ञात करें |

The lateral surface area of a cylinder is 352 cm^2 . If its height is 7 cm, then its volume (in cm^3 ) is: (Take pi=22/7 ) एक बेलन का पारश्न पृष्ठ क्षेत्रफल 352 वर्ग सेमी है | यदि इसकी ऊंचाई 7 सेमी है, तो इसका आयतन ( घन सेमी में ) ज्ञात करें |

If the diameter of the base of a cone is 42 cm and its curved surface area is 2310 cm^2 , then what will be its volume (in cm^3 )? यदि किसी शंकु के आधार का व्यास 42 सेमी है और इसका वकक्र पृष्ठ क्षेत्रफल 2310 वर्ग सेमी है, तो इसका आयतन ( घन सेमी में ) क्या होगा ?

PINNACLE-2018 Main Exam 2nd Shift-EXERCISE
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