Matrix supercomputer mathway free online calculator.How to calculate moment of inertia about any axis? What if the origin of the coordinate system does not coincide with the centroid? Don't worry - the second moment of the region can still be found! You need to use the parallel axis theorem. Suppose you want to find the Area moment. You need to use the following formula: I = Ix + Aa² Where: I is the moment of inertia about an axis parallel to the x-axis, Ix is the moment of inertia about the x-axis, A is the area, and a is the distance between two parallel axes. To find the area of a circle (and its other properties), use the perimeter calculator. Example: moment of inertia of a rectangle We assume a rectangle with a width of 12 cm and a height of 8 cm. Its center of mass is at the origin of the coordinate system. Then: Ix = 12 * 8³ / 12 = 512 cm⁴ Iy = 8 * 12³ / 12 = 1152 cm⁴
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Find out important function keys for scientific calculators. There are several functions that are very important for working with algebra, trigonometry, geometry, calculus, etc. Find out where the following function keys are located on the calculator. Some functions require the Fn or Shift key to be used first: + Add - Subtract (not a negative sign) x Multiply (usually there will also be an x key representing a variable) ÷ Divide ^ Power (the number printed later is the number of self-multiplications) yx y to the power of x (some calculators are xy) √ or Sqrt square root ex exponential function (exponent with base e) sin sine function sin-1 arc sine function cos cosine function cos-1 arc cosine function tan tangent function tan-1 arc tangent function ln base e logarithm log base 10 logarithm (-) or neg for negative numbers () parentheses for the order of operations pi insert pi MODE toggle angle and radian.