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  1. Transcribed Image Text: Use formulas to find the lateral area and surface area of the given prism. Round your answer to the nearest whole number. 4 m 4 m 13 m Not drawn to scale 9. Expert Solution.

  2. Use formulas to find the lateral area and surface area of the prism. The lateral area of the prism is in². (Round to the nearest whole number as needed.) The surface area of the prism is in². (Round to the nearest whole number as needed.) C 12 in, 15 in. 16 in.

  3. Calculus. The volume and surface area of a spherical candy for any radius is given by the formulas V (r)=2 and S (r) = 4xr², respectively. The estimated radius of the candy while in a person's mouth is 5 t, where r (t) is in millimeters and t is in minutes. Complete parts (a) and (b) below. 16 r (t) = 10- - (a) What is the life expectancy of ...

  4. Write a MIPS program that computes the volume and surface area of a rectangular parallelepiped shown below. C a The formulas for the volume and surface area are as follows: volume = aSide* bSide * cSide surfaceArea 2 (aSide* bSide + aSide *cSide + bSide * cSide) %3D Be sure to prompt the user to enter values for the sides from the keyboard.

  5. 3. Write an application that reads the radius of a sphere then calculates and displays the circumference, volume and surface area. Use the following formulas, in which r represents the sphere's radius. Print the output to four decimal places.

  6. Determine (a) the volume and (b) the total surface area of the following solids: (i) a sphere of diameter 7.0 cm (Ans. a. 180 cm3 b. 154 cm2) A spherical tank of 1.2 m radius is half-filled with oil of relative density 0.8.

  7. The volume and surface area formulas for a rectangular box are given below. The inputs are length (l), width (w), and height (h). Using these formulas, write a function named rectangle that accepts the length ( ), width ( ) and height ( ) of a rectangular object and returns the volume ( ) and surface area ( ).

  8. The surface area and volume of a sphere are given by following formulas, where R is the Sphere's radius, and a is a constant. area = 4nR? volume -nR3 As a programmer, your job is to write a complete Object-Oriented Program to solve for the surface area and volume of the Sphere. First, declare the class name as Sphere.

  9. Use the math module to get the value of pi. Formulas for both the surface area and the volume of a sphere are available through an internet search. Transcribed Image Text: Enter radius of sphere 4 The surface area of a sphere with radius 4.0 is 201.0619 The volume is 268.083.

  10. As r→∞0, S (r)→ 0. A soda can manufacturer wants to minimize the cost of the aluminum used to make their can. The can has to hold a volume V of soda. Assuming that the thickness of the can is the same everywhere, the amount of aluminum used to make the can will be proportional to its surface area. That is, suppose the height of the can is ...

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