To answer, determine first the length of the arc intercepted by the angle which measures 45°.
Calculate for the circumference of the circle with the equation, C = 2πr where C is circumference and r is radius. Substitute the known value for r, C = 2π(7) = 43.98
Then, multiply the obtained value by the ratio of the angle intercepted and the whole revolution. Arc = 43.98 x (45°/360°) Arc = 5.5
The whole perimeter of the sector includes the arc and 2 radii. Hence, the equation for the whole perimeter is, Perimeter = Arc + 2r Substituting the values, Perimeter = (5.5) + 2(7) Perimeter = 19.50
an expression is numbers, symbols and operators (such as + and ×) grouped together that show the value of something and a equation is an equation says that two things are equal. (7+2=9) this is an equation
