1.7 Introduction to Perimeter,
    Circumference, & Area




            p. 51
Rectangle
               W
             (width)   • Perimeter
                            P=2l +2w
     l
  (length)


                       • Area
                            A=lw
Square

• Perimeter
  P=4s
                S
              (side)

• Area
  A=s2
Triangle

• Perimeter   a            c

                     h
  P=a+b+c            (height)


                    b
                  (base)
• Area
  A= ½ bh
Circle
• Diameter
  d=2r                                diameter

• Circumference




                                          ra
                                            di
                                              us
  C=2πr
• Area
  A=πr2


   ** Always use the π button on the calculator;
   even when the directions say to use 3.14.
Example: Find the perim. & area of the figure.
                          • P=2l +2w
                             P=2(5in)+2(3in)
                             P=10in+6in
           5 in                 P=16in



    3 in

                          • A=lw
                             A=(5in)(3in)
                             A=15in2
Ex: Find the perim. & area of the figure.
                          • P=4s
                            P=4(20m)
                             P=80m


     20 m

                          • A=s2
                            A=(20m)2
                            A=400m2
Ex: Find the perim. & area of the figure.
                        • P=a+b+c
                          P=5ft+7ft+6ft
 5 ft
                          P=18 ft
        4 ft

               7 ft


   6 ft                 • A= ½ bh
                          A= ½ (7ft)(4ft)
                          A= ½ (28ft2)
                          A= 14ft2
Ex: Find the circumference & area of the
                  circle.
                         • C=2πr
                           C=2π(5in)
        n
    10i                    C=10π in
                           C≈31.4 in



                         • A=πr2
                           A=π(5in)2
                           A=25π in2
                           A≈78.5 in2
Assignment

1.7 intro to_p__c____a

  • 1.
    1.7 Introduction toPerimeter, Circumference, & Area p. 51
  • 2.
    Rectangle W (width) • Perimeter P=2l +2w l (length) • Area A=lw
  • 3.
    Square • Perimeter P=4s S (side) • Area A=s2
  • 4.
    Triangle • Perimeter a c h P=a+b+c (height) b (base) • Area A= ½ bh
  • 5.
    Circle • Diameter d=2r diameter • Circumference ra di us C=2πr • Area A=πr2 ** Always use the π button on the calculator; even when the directions say to use 3.14.
  • 6.
    Example: Find theperim. & area of the figure. • P=2l +2w P=2(5in)+2(3in) P=10in+6in 5 in P=16in 3 in • A=lw A=(5in)(3in) A=15in2
  • 7.
    Ex: Find theperim. & area of the figure. • P=4s P=4(20m) P=80m 20 m • A=s2 A=(20m)2 A=400m2
  • 8.
    Ex: Find theperim. & area of the figure. • P=a+b+c P=5ft+7ft+6ft 5 ft P=18 ft 4 ft 7 ft 6 ft • A= ½ bh A= ½ (7ft)(4ft) A= ½ (28ft2) A= 14ft2
  • 9.
    Ex: Find thecircumference & area of the circle. • C=2πr C=2π(5in) n 10i C=10π in C≈31.4 in • A=πr2 A=π(5in)2 A=25π in2 A≈78.5 in2
  • 10.