Answer: 8.37 cm rounded
Step-by-step explanation: The second hand on a clock rotates around the center of a clock creating a circle. This means it travels around the circle of the clock every hour. Its distance around the clock is the circumference of its circle with radius 8 cm.
This is the total distance around the clock in 1 hour. But how far does it travel in 10 minutes? 10 minutes is 1/6 of 60 minutes, a full hour. Multiply the circumference by 1/6 to find the distance in 10 minutes.
1/6 ( 50.24)= 8.37
SA = (Base Area • 2) + (Base Perimeter • Distance)
= (10*6 * 2) + (10 + 10 + 6 + 6 * 4)
= (60 * 2) + (32*4)
=120 + 128
SA = 248 inches squared
Answer: Hope you feel better bub. ⊂(・﹏・⊂)
We need to calculate first the function g(x)
First we calculate the slope



the y-intercept of the function g(x) is 7
the y-intercept of the function f(x) is 10
the distance between the y-intercepts of both functions is 3 units