2 cm multiplied by 10 converts the measurement to 20 mm. However, if the measurement was 2 square cm, multiply by 100 to convert to 200 square mm, or multiply 2 cubic cm times 1,000 to convert to 2,000 cubic mm.
Divide the value you just entered by 1.36. This number is a conversion factor based on the relative densities of water and mercury and also the difference between centimeters and millimeters. In the example, you would calculate 500/1.36 = 368. Report the result of your calculation as the pres...
How to Read Dimensions How to Calculate Volume Dimensions in blueprints represent the size of an object in two- or three-dimensional space. For example, a dimension of a rectangular room on a blueprint, 14' 11" X 13' 10" equates to a room size of 14 feet, 11-inches wide by 13 fee...
How to convert cm to feet and inches with a formula How to convert km/h to ft/s with a formula Convert 15 cm to mm, m, and km How to convert millimeters to inches with a formula How to convert square feet to square meters with a formula How to convert miles to kilometers with a...
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The focal length in the camera-calibration result is in pixels,but i need the value in mm.How to calculate? I used OpenCV to calibrate the camera and got the internal parameter matrix.I also get the camera sensor size in the logitech community. the camera matrix is [1432.37...
Q.My steel plate of 920 x 375 x 1.4 mm Weight - 4000 gm Coating - 67.5 micron How to calculate GSM of that plate SWAPNIL DARADE - Ahmednagar, India May 11, 2020 A.Hi Swapnil. If you ask a question you don't really understand, the answer isn't of much value; are you sure ...
Learn how to calculate the amplitude of constructively interfering waves, and see examples that walk through sample problems step-by-step for you to improve your physics knowledge and skills.
We need to do two multiplications to work out the volume. We calculate theareaof one face (or side) and multiply that by its height. The examples below show how there are three ways of doing this. Notice how we get the same answer no matter what side we use to find an area. ...
The example below is similar to one above although, since we have a semi-circle we need to calculate a fraction (one-half) of the circle’s area. Note in this example the diameter, and not the radius is shown. Example: Decisions! Combine? Subtract It is common to have more than one...