s diameter of the circle in the drawing above is the segment
(bar) AC
Diameter = 2 × Radius = 2 × 8.7 cm = 17.4 cm diameter of the circle is 17.4 cm.
163.36
all of the above
Circumference is equal to Diameter x Pi. So the circumference is 10π
All of the Above
Circumference depends linearly on diameter, so regardless of what was the starting diameter, it will add 1m/PI = 0.318m difference of diameter. The string will be then about 15.5 cm above the surface.
Multiply the diameter by pi. 24 x 3.14 = 75.39 feet
pi*radius2 = 1693.14 square inches Make the radius the subject of the above then double for the diameter diameter = 46.430 inches to 3 decimal places
What is the relationship between the circumference and the diameter? Answer The circumference divided by pi gives the diameter. d = C / pi An alternate way to express the above answer. For all circles, pi is the ratio of the circumference to the diameter pi = C / d
Yes, the zone of aeration is located above the zone of saturation. The zone of aeration contains spaces filled with both air and water, whereas the zone of saturation is where all available spaces are filled with water.