71.12 cm. 1 inch = 2.54 cm Algebraic Steps / Dimensional Analysis Formula28 in* 2.54 cm 1 in = 71.12 cm There are about 70 cm in 28 inches because 1 inch is about 2.5cm or 2.54cm
it's about 11 x 10 inches
700mm,0.7m,7dm,28 inches
Inch and centimeter are both linear units of measurement. They are used to measure small distance. The conversion is done by multiplying the inch measurement by 2.54. The above unit in inches equals 71.12 cm (Approximately).
The answer is 18.03 cm (approx.). Inches and centimeters are both units of linear measurement. Inches are used in the imperial system whereas centimeters are used in the metric system. To convert from inches to cm, multiply the inch unit by 2.54.
28 inches = 71.12 cm.
28.5 inches = 72.39 centimeters
There are approximately 11.02 inches in 28 centimeters.
28 centimeters = about 11 inches. (11.023622 inches)
28 cm = 11.0236 inches
The answer is 11.02 inches (approx.). Inches and centimeters are both units of linear measurement. Inches are used in the imperial system whereas centimeters are used in the metric system. To convert from cm to inches, multiply the cm unit by 0.393701.
The answer is 71.12 cm (approx.). Inches and centimeters are both units of linear measurement. Inches are used in the imperial system whereas centimeters are used in the metric system. To convert from inches to cm, multiply the inch unit by 2.54.
height of each stump is 28 inches (71.1 cm) with diameters of 1½ inches (3.81 cm) and 1⅜ inches (3.49 cm).
The answer is 11.02 inches (approx.). Inches and centimeters are both units of linear measurement. Inches are used in the imperial system whereas centimeters are used in the metric system. To convert from cm to inches, multiply the cm unit by 0.393701
28 inches is approximately equal to 71.12 centimeters.
71.12 cm. 1 inch = 2.54 cm Algebraic Steps / Dimensional Analysis Formula28 in* 2.54 cm 1 in = 71.12 cm There are about 70 cm in 28 inches because 1 inch is about 2.5cm or 2.54cm
The ball is about 11 inches (28 cm) long and about 22 inches (56 cm) in circumference at the center.