Solved

A Company Produces a Spherical Object of Radius 24 Centimeters

Question 12

Multiple Choice

A company produces a spherical object of radius 24 centimeters. A hole of radius 5 centimeters is drilled through the center of the object. Find the outer surface area of the object.


A) A company produces a spherical object of radius 24 centimeters. A hole of radius 5 centimeters is drilled through the center of the object. Find the outer surface area of the object. A) cm<sup>3</sup> B) cm<sup>3</sup> C) cm<sup>3</sup> D) cm<sup>3</sup> E) cm<sup>3</sup> cm3
B) A company produces a spherical object of radius 24 centimeters. A hole of radius 5 centimeters is drilled through the center of the object. Find the outer surface area of the object. A) cm<sup>3</sup> B) cm<sup>3</sup> C) cm<sup>3</sup> D) cm<sup>3</sup> E) cm<sup>3</sup> cm3
C) A company produces a spherical object of radius 24 centimeters. A hole of radius 5 centimeters is drilled through the center of the object. Find the outer surface area of the object. A) cm<sup>3</sup> B) cm<sup>3</sup> C) cm<sup>3</sup> D) cm<sup>3</sup> E) cm<sup>3</sup> cm3
D) A company produces a spherical object of radius 24 centimeters. A hole of radius 5 centimeters is drilled through the center of the object. Find the outer surface area of the object. A) cm<sup>3</sup> B) cm<sup>3</sup> C) cm<sup>3</sup> D) cm<sup>3</sup> E) cm<sup>3</sup> cm3
E) A company produces a spherical object of radius 24 centimeters. A hole of radius 5 centimeters is drilled through the center of the object. Find the outer surface area of the object. A) cm<sup>3</sup> B) cm<sup>3</sup> C) cm<sup>3</sup> D) cm<sup>3</sup> E) cm<sup>3</sup> cm3

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions

Q7: Find the area of the surface for

Q8: Find the area of the portion of

Q9: Find the area of the surface given

Q10: Find the area of the surface given

Q11: Write a double integral that represents the

Q13: Set up a double integral that gives

Q14: Find the area of the portion of

Q15: Set up a double integral that gives

Q16: Find the area of the portion of

Q17: Find the area of the surface of