What is the approximate diameter of a sphere whose surface area is 83.96 square inches? Use...
What is the approximate diameter of a sphere whose surface area is 83.96 square inches? Use π = 3.14.
- A. not listed
- B. 8.2 in
- C. 5.2 in
- D. 2.5 in
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What is the approximate diameter of a sphere whose surface area
is 83.96 square inches? Use...
The diameter D of a sphere is 14.8 m. Calculate the sphere's surface area A Use...
The diameter D of a sphere is 14.8 m. Calculate the sphere's surface area A Use the value 3.14 for t, and round your answer to the nearest tenth en
A small circular surface of area A 2cm located at the center of a 2-m-diameter sphere emits radia...
A small circular surface of area A 2cm located at the center of a 2-m-diameter sphere emits radiation as a blackbody at T 1000 K. Determine the rate at which radiation energy is streaming through a D-1-cm-diameter hole located (a) on top of the sphere directly above Ai and (b) on the side of sphere such that the line that connects the centers of A: and Az makes 45" with surface A
A small circular surface of area A 2cm...
The radius R of a sphere is 9.2 cm. Calculate the sphere's surface area A Use...
The radius R of a sphere is 9.2 cm. Calculate the sphere's surface area A Use the value 3.14 for T, and round your answer to the nearest tenth. Acm
The diameter of a sphere is measured to be 4.11in. (a) Find the radius of the...
The diameter of a sphere is measured to be 4.11in. (a) Find the radius of the sphere in centimeters. cm (b) Find the surface area of the sphere in square centimeters. cm2 (c) Find the volume of the sphere in cubic centimeters. cm3
Question 7/8 angle of 60°? What is the area of a slice from a 6-inch pancake...
Question 7/8 angle of 60°? What is the area of a slice from a 6-inch pancake with a central A. 3.14 square inches O B. 4.71 square inches O C. 6.28 square inches D. 18.84 square inches
09.09 points SerCP9 1.P021 The diameter of a sphere is measured to be 7.74 in. (a)...
09.09 points SerCP9 1.P021 The diameter of a sphere is measured to be 7.74 in. (a) Find the radius of the sphere in centimeters. cm (b) Find the surface area of the sphere in square centimeters. cm (c) Find the volume of the sphere in cubic centimeters. 3 cm Need Help? Read it | | | Talk to a Tutor rS PREMIUM SOUND
O -9.09 points SerCP9 1.P.021. The diameter of a sphere is measured to be 4.74 in....
O -9.09 points SerCP9 1.P.021. The diameter of a sphere is measured to be 4.74 in. (a) Find the radius of the sphere in centimeters. cm (b) Find the surface area of the sphere in square centimeters. cm2 (c) Find the volume of the sphere in cubic centimeters. cm3 Need Help? Talk to a Tutor AI
To estimate the surface area and volume of a wine barrel
To estimate the surface area and volume of a wine barrel, the diameter of the barrel is measured at different points along the barrel. The surface area, S, and volume, V, can be determined by: S = 2π∫0Lrdz and V = π∫0Lr2dzUse the data given in the table to determine the volume and surface area of the barrelz (in.)-18-12-6061218d (in.)02.63.24.85.666.2(a) Use the composite trapezoidal method. (b) Use the composite Simpson's 1/3 method. (c) Use the composite Simpson's 3/8 method.
in C++ use Inheritance for the following Shape Circle Sphere Cylinder Rectangle Square Cube You must define one class for each shape. And, use public inheritance when deriving from base cla...
in C++ use Inheritance for the following Shape Circle Sphere Cylinder Rectangle Square Cube You must define one class for each shape. And, use public inheritance when deriving from base classes. Circle int r; void area(); void perimeter(); void volume(); //No volume for circle Sphere int r; void area();//Sphere surface area= 4 × pi × radius2 void perimeter(); //No perimeter for Sphere void volume();//Sphere volume= 4/3 × pi × radius2 Cylinder int r, height; void area();// Cylinder surface area=perimeter of...
Approximate the area under the following curve and above the x-axis on the given interval, using rectangles whose height is the value of the function at the left side of the rectangle (a) Use two rec...
Approximate the area under the following curve and above the x-axis on the given interval, using rectangles whose height is the value of the function at the left side of the rectangle (a) Use two rectangles. (b) Use four rectangles. (c) Use a graphing calculator (or other technology) and 40 rectangles. f(x)-2-x-1,1 (a) The approximated area when using two rectangles is square units (Type an integer or decimal rounded to two decimal places as needed.) (b) The approximated area when...
The diameter D of a sphere is 14.8 m. Calculate the sphere's surface area A Use the value 3.14 for t, and round your answer to the nearest tenth en
A small circular surface of area A 2cm located at the center of a 2-m-diameter sphere emits radiation as a blackbody at T 1000 K. Determine the rate at which radiation energy is streaming through a D-1-cm-diameter hole located (a) on top of the sphere directly above Ai and (b) on the side of sphere such that the line that connects the centers of A: and Az makes 45" with surface A
A small circular surface of area A 2cm...
The radius R of a sphere is 9.2 cm. Calculate the sphere's surface area A Use the value 3.14 for T, and round your answer to the nearest tenth. Acm
Question 7/8 angle of 60°? What is the area of a slice from a 6-inch pancake with a central A. 3.14 square inches O B. 4.71 square inches O C. 6.28 square inches D. 18.84 square inches
09.09 points SerCP9 1.P021 The diameter of a sphere is measured to be 7.74 in. (a) Find the radius of the sphere in centimeters. cm (b) Find the surface area of the sphere in square centimeters. cm (c) Find the volume of the sphere in cubic centimeters. 3 cm Need Help? Read it | | | Talk to a Tutor rS PREMIUM SOUND
O -9.09 points SerCP9 1.P.021. The diameter of a sphere is measured to be 4.74 in. (a) Find the radius of the sphere in centimeters. cm (b) Find the surface area of the sphere in square centimeters. cm2 (c) Find the volume of the sphere in cubic centimeters. cm3 Need Help? Talk to a Tutor AI
Approximate the area under the following curve and above the x-axis on the given interval, using rectangles whose height is the value of the function at the left side of the rectangle (a) Use two rectangles. (b) Use four rectangles. (c) Use a graphing calculator (or other technology) and 40 rectangles. f(x)-2-x-1,1 (a) The approximated area when using two rectangles is square units (Type an integer or decimal rounded to two decimal places as needed.) (b) The approximated area when...
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