Milligrams to Ounces (mg to oz)
Convert milligrams (mg) to Ounces (oz) using this conversion calculator for metric weight conversions. 1 Milligram = 0.000035274 Ounces. The formula to convert milligrams to Ounces is to multiply by
Read MoreMetric
Milligrams to Pounds (mg to lb)
Convert milligrams (mg) to Pounds (lb) using this conversion calculator for metric weight conversions. 1 Milligram = 0.000002204622622 Pounds. The formula to convert milligrams to Pounds is to multi
Read MorePounds To Milligrams Conversion (lb to mg)
Convert Pounds (lb) to Milligrams (mg) using this conversion calculator for metric weight conversions. 1 Pound = 453592 Milligrams. The formula to convert pounds to grams is to multiply by 453592.
Read MoreOunces To Kilograms Calculator (oz to kg)
Convert Ounces (oz) to kilograms (kg) using this conversion calculator for weight conversions. 1 Ounce equals 0.0283495 Kilograms. The formula to convert ounces to kilograms is to multiply ounces by
Read MoreConvert Centimeters To Inches (cm to in) Calculator
Convert Centimeters (cm) to Inches (in) using this conversion calculator. 1 centimeter is equal to 0.393701 inches. If you need to know how to convert centimeters to inches, multiply centimeters by
Read MoreConvert Inches To Centimeters (in to cm) Calculator
Convert Inches (in) to Centimeters (cm) using this conversion calculator. 1 inch is equal to 2.54 centimeters. If you need to know how to convert inches to centimeters, multiply inches by 2.54.
Read MoreCalculate The Area Of A Circle
To calculate the area of a circle, use the following formula:
Let’s say our circle is 8 inches in diameter. Half of the circle’s diameter equals it’s radius (8 / 2 = 4). Square the radius (4 * 4 =
Read MoreCalculate The Area Of A Trapezium
To calculate the area of a trapezium, which is essentially a rectangle with triangles on either side:
add together the top and bottom (top + bottom)
multiply the result with the height ((top + bot
Calculate The Area Of A Triangle
To calculate the area of a triangle:
multiply the base with the height (base * height)
divide the result in half ((base * height) / 2)