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Short cut side of Cut Rectangle given all other sides Solution

STEP 0: Pre-Calculation Summary
Formula Used
short_cut_side = Short side of Polygon-(sqrt((Slant side^2)-((Long side of Polygon-Long cut side)^2)))
SCut_Short = SShort_Polygon-(sqrt((SSlant^2)-((SLong_Polygon-SCut_Long)^2)))
This formula uses 1 Functions, 4 Variables
Functions Used
sqrt - Squre root function, sqrt(Number)
Variables Used
Short side of Polygon - Short side of Polygon is a particular type of short line segment joining two vertices in a polygon. (Measured in Meter)
Slant side - Slant side is the distance measured along a lateral face from the base to the apex. (Measured in Meter)
Long side of Polygon - Long side of Polygon is a particular type of long line segment joining two vertices in a polygon. (Measured in Meter)
Long cut side - Long cut side is a particular type of long cut line segment joining two vertices in a polygon or shape or object. (Measured in Meter)
STEP 1: Convert Input(s) to Base Unit
Short side of Polygon: 9 Meter --> 9 Meter No Conversion Required
Slant side: 6 Meter --> 6 Meter No Conversion Required
Long side of Polygon: 12 Meter --> 12 Meter No Conversion Required
Long cut side: 7 Meter --> 7 Meter No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
SCut_Short = SShort_Polygon-(sqrt((SSlant^2)-((SLong_Polygon-SCut_Long)^2))) --> 9-(sqrt((6^2)-((12-7)^2)))
Evaluating ... ...
SCut_Short = 5.6833752096446
STEP 3: Convert Result to Output's Unit
5.6833752096446 Meter --> No Conversion Required
FINAL ANSWER
5.6833752096446 Meter <-- Short cut side
(Calculation completed in 00.047 seconds)

10+ Cut Rectangle Calculators

Area of Cut Rectangle missing long rectangle side
area_polygon = ((Perimeter of polygon-(Short side of Polygon+Long cut side+Short cut side+Slant side))*Short side of Polygon)-((((Perimeter of polygon-(Short side of Polygon+Long cut side+Short cut side+Slant side))-Long cut side)*(Short side of Polygon-Short cut side))/2) Go
Area of Cut Rectangle missing short rectangle side
area_polygon = (Long side of Polygon*(Perimeter of polygon-(Long side of Polygon+Long cut side+Short cut side+Slant side)))-(((Long side of Polygon-Long cut side)*((Perimeter of polygon-(Long side of Polygon+Long cut side+Short cut side+Slant side))-Short cut side))/2) Go
Area of Cut Rectangle
area_polygon = (Long side of Polygon*Short side of Polygon)-(((Long side of Polygon-Long cut side)*(Short side of Polygon-Short cut side))/2) Go
Slant side of Cut Rectangle given perimeter and other sides
slant_side = Perimeter of polygon-(Long side of Polygon+Short side of Polygon+Long cut side+Short cut side) Go
Short cut side of Cut Rectangle
short_cut_side = Perimeter of polygon-(Long side of Polygon+Short side of Polygon+Long cut side+Slant side) Go
Long cut side of Cut Rectangle
long_cut_side = Perimeter of polygon-(Long side of Polygon+Short side of Polygon+Short cut side+Slant side) Go
Short rectangle side of Cut Rectangle
short_side_polygon = Perimeter of polygon-(Long side of Polygon+Long cut side+Short cut side+Slant side) Go
Long rectangle side of Cut Rectangle
long_side_polygon = Perimeter of polygon-(Short side of Polygon+Long cut side+Short cut side+Slant side) Go
Slant side of Cut Rectangle
slant_side = sqrt(((Long side of Polygon-Long cut side)^2)+((Short side of Polygon-Short cut side)^2)) Go
Perimeter of Cut Rectangle
perimeter_polygon = Long side of Polygon+Short side of Polygon+Long cut side+Short cut side+Slant side Go

Short cut side of Cut Rectangle given all other sides Formula

short_cut_side = Short side of Polygon-(sqrt((Slant side^2)-((Long side of Polygon-Long cut side)^2)))
SCut_Short = SShort_Polygon-(sqrt((SSlant^2)-((SLong_Polygon-SCut_Long)^2)))

What is Cut Rectangle?

Cut Rectangle is a rectangle with one vertex cut off. This is a convex pentagon with three adjacent right angles. The cut off vertex has the shape of a right triangle.

How to Calculate Short cut side of Cut Rectangle given all other sides?

Short cut side of Cut Rectangle given all other sides calculator uses short_cut_side = Short side of Polygon-(sqrt((Slant side^2)-((Long side of Polygon-Long cut side)^2))) to calculate the Short cut side, The Short cut side of Cut Rectangle given all other sides formula is defined as a particular type of short cut line segment joining two vertices of cut rectangle. Short cut side is denoted by SCut_Short symbol.

How to calculate Short cut side of Cut Rectangle given all other sides using this online calculator? To use this online calculator for Short cut side of Cut Rectangle given all other sides, enter Short side of Polygon (SShort_Polygon), Slant side (SSlant), Long side of Polygon (SLong_Polygon) & Long cut side (SCut_Long) and hit the calculate button. Here is how the Short cut side of Cut Rectangle given all other sides calculation can be explained with given input values -> 5.683375 = 9-(sqrt((6^2)-((12-7)^2))).

FAQ

What is Short cut side of Cut Rectangle given all other sides?
The Short cut side of Cut Rectangle given all other sides formula is defined as a particular type of short cut line segment joining two vertices of cut rectangle and is represented as SCut_Short = SShort_Polygon-(sqrt((SSlant^2)-((SLong_Polygon-SCut_Long)^2))) or short_cut_side = Short side of Polygon-(sqrt((Slant side^2)-((Long side of Polygon-Long cut side)^2))). Short side of Polygon is a particular type of short line segment joining two vertices in a polygon, Slant side is the distance measured along a lateral face from the base to the apex, Long side of Polygon is a particular type of long line segment joining two vertices in a polygon & Long cut side is a particular type of long cut line segment joining two vertices in a polygon or shape or object.
How to calculate Short cut side of Cut Rectangle given all other sides?
The Short cut side of Cut Rectangle given all other sides formula is defined as a particular type of short cut line segment joining two vertices of cut rectangle is calculated using short_cut_side = Short side of Polygon-(sqrt((Slant side^2)-((Long side of Polygon-Long cut side)^2))). To calculate Short cut side of Cut Rectangle given all other sides, you need Short side of Polygon (SShort_Polygon), Slant side (SSlant), Long side of Polygon (SLong_Polygon) & Long cut side (SCut_Long). With our tool, you need to enter the respective value for Short side of Polygon, Slant side, Long side of Polygon & Long cut side and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Short cut side?
In this formula, Short cut side uses Short side of Polygon, Slant side, Long side of Polygon & Long cut side. We can use 10 other way(s) to calculate the same, which is/are as follows -
  • slant_side = sqrt(((Long side of Polygon-Long cut side)^2)+((Short side of Polygon-Short cut side)^2))
  • perimeter_polygon = Long side of Polygon+Short side of Polygon+Long cut side+Short cut side+Slant side
  • area_polygon = (Long side of Polygon*Short side of Polygon)-(((Long side of Polygon-Long cut side)*(Short side of Polygon-Short cut side))/2)
  • long_side_polygon = Perimeter of polygon-(Short side of Polygon+Long cut side+Short cut side+Slant side)
  • short_side_polygon = Perimeter of polygon-(Long side of Polygon+Long cut side+Short cut side+Slant side)
  • long_cut_side = Perimeter of polygon-(Long side of Polygon+Short side of Polygon+Short cut side+Slant side)
  • short_cut_side = Perimeter of polygon-(Long side of Polygon+Short side of Polygon+Long cut side+Slant side)
  • slant_side = Perimeter of polygon-(Long side of Polygon+Short side of Polygon+Long cut side+Short cut side)
  • area_polygon = ((Perimeter of polygon-(Short side of Polygon+Long cut side+Short cut side+Slant side))*Short side of Polygon)-((((Perimeter of polygon-(Short side of Polygon+Long cut side+Short cut side+Slant side))-Long cut side)*(Short side of Polygon-Short cut side))/2)
  • area_polygon = (Long side of Polygon*(Perimeter of polygon-(Long side of Polygon+Long cut side+Short cut side+Slant side)))-(((Long side of Polygon-Long cut side)*((Perimeter of polygon-(Long side of Polygon+Long cut side+Short cut side+Slant side))-Short cut side))/2)
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