How to Calculate Tension in String if Both Bodies are Lying on Smooth Inclined Planes?
Tension in String if Both Bodies are Lying on Smooth Inclined Planes calculator uses Tension of String = (Mass of Body A*Mass of Body B)/(Mass of Body A+Mass of Body B)*[g]*(sin(Inclination of Plane 1)+sin(Inclination of Plane 2)) to calculate the Tension of String, The Tension in string if both bodies are lying on smooth inclined planes, is the function of the masses of both bodies and the angle of inclination of both planes. Tension of String is denoted by T symbol.
How to calculate Tension in String if Both Bodies are Lying on Smooth Inclined Planes using this online calculator? To use this online calculator for Tension in String if Both Bodies are Lying on Smooth Inclined Planes, enter Mass of Body A (ma), Mass of Body B (mb), Inclination of Plane 1 (α1) & Inclination of Plane 2 (α2) and hit the calculate button. Here is how the Tension in String if Both Bodies are Lying on Smooth Inclined Planes calculation can be explained with given input values -> 16.30647 = (29.1*1.11)/(29.1+1.11)*[g]*(sin(0.59341194567796)+sin(0.959931088596701)).