Page 50 - Math Course 3 (Book 2)
P. 50

Geometric Surface Area: Pyramids




                                                           Surface Area of a Regular Pyramid
         Next, find the perimeter and area of the base.
                                                            Find the surface area of the regular pentagonal
          P = 6s                                            pyramid.
             ≈ 6(10.4) or 62.4                              A. 236.1 cm²
              1                                             B. 326.9 cm²
          B =      Pa                                       C. 90.8 cm²
              2                                             D. 417.7 cm²     12 cm
              1
              ≈      (62.4)(9) or 280.6
              2
         Finally, find the surface area.                                                         13 cm

            1                 Surface area of a regular
         T =     P   + B
            2                 pyramid
           1
         ≈    (62.4)(15) + 280.6  P ≈ 62.4,    = 15, B ≈ 280.6
           2                                                  Answer
         ≈ 748.2              Simplify.


                       The surface area is approximately
            Answer
                           748.2 square centimeters



         Your Turn!


        Find Lateral Area

         CAMPING
         A tent in the shape of a pyramid is put up by two
         campers. The square base is 7 feet on a side and
         the slant height of the tent is 7.4 feet. Find the
         lateral area of the tent.

         A. 25.9 ft²
         B. 51.8 ft²
         C. 103.6 ft²
         D. 207.2 ft²



           Answer

        Surface Area of a Square Pyramid

         Find the surface area of the square pyramid to the
         nearest tenth.
         A. 73.8 m²
         B. 89.8 m²                                                                             9 m
         C. 163.5 m²
         D. 696 m²

                                                                                               4 m
                                                                                   2 m
                                                                           4 m

           Answer


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