Determine the total area of the TWO BASES of this cylinder. (Use 3.14 for π.)
2cm and 15cm
3.14 square centimeters
3.14 square centimeters
6.28 square centimeters
6.28 square centimeters
94.20 square centimeters
94.20 square centimeters
100.48 square centimeters
WHICH ONE IS HE ANSWER FROM THE ANSWER PROVIDED TO YOU?
EITHER IT'S
3.14 square centimeters
3.14 square centimeters
6.28 square centimeters
6.28 square centimeters
94.20 square centimeters
94.20 square centimeters
100.48 square centimeters
100.48 square centimeters
ONE OF THESE
The total area of the two bases of the cylinder is 12.56 square centimeters for the first base and 706.5 square centimeters for the second base.
Therefore, the closest option provided that matches the total area of the two bases is:
6.28 square centimeters
6.28 square centimeters
This is due to the fact that 12.56 (from the first base) + 706.5 (from the second base) equals 719.06, which is closest to 6.28 among the options given. Thank you for pointing that out.
The total area of the two bases of the cylinder is:
Area of first base = π(2cm)^2 = 3.14(4) = 12.56 square centimeters
Area of second base = π(15cm)^2 = 3.14(225) = 706.5 square centimeters
Total area of both bases = 12.56 + 706.5 = 719.06 square centimeters
So, the correct answer is 719.06 square centimeters.
My apologies for the oversight. The correct total area of the two bases of the cylinder is actually:
12.56 square centimeters + 706.5 square centimeters = 719.06 square centimeters
So, the answer from the options provided that matches this calculation is 719.06 square centimeters. Thank you for pointing that out.