Sagot :
which C is the circumference, d is the diameter (12m) and pi is equal to (3.14). Then, solve for the circumference of a circle with 5m radius using the formula
which C is the circumference, d is the diameter (12m) and pi is equal to (3.14). Then, solve for the circumference of a circle with 5m radius using the formulawhich C is the circumference, r is the radius (5m) and pi is equal to 3.14. Lastly, subtract the circumference of the circle with 5m radius from the circumference of a circle with 12m diameter.
3.Circle 1
Circle 1C= 3.14 × 12m
Circle 1C= 3.14 × 12mC= 37.68 m
Circle 1C= 3.14 × 12mC= 37.68 mCircle 2
Circle 1C= 3.14 × 12mC= 37.68 mCircle 2C= (2×5m) 3.14
Circle 1C= 3.14 × 12mC= 37.68 mCircle 2C= (2×5m) 3.14C= 10m×3.14
Circle 1C= 3.14 × 12mC= 37.68 mCircle 2C= (2×5m) 3.14C= 10m×3.14C= 31.4m
Circle 1C= 3.14 × 12mC= 37.68 mCircle 2C= (2×5m) 3.14C= 10m×3.14C= 31.4mCircumference 1 - Circumference 2
Circle 1C= 3.14 × 12mC= 37.68 mCircle 2C= (2×5m) 3.14C= 10m×3.14C= 31.4mCircumference 1 - Circumference 237.68m-31.4 = 6.64
Circle 1C= 3.14 × 12mC= 37.68 mCircle 2C= (2×5m) 3.14C= 10m×3.14C= 31.4mCircumference 1 - Circumference 237.68m-31.4 = 6.64Step 4: YES