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Table of Content & notes.Enter data in blue cells.The yellow cells self compute.storageall nomographs and linesVector ComputationEFBThe magnitude of the vector is V and R is the resultant magnitude. Magnitude, VF1st: Enter magnitude and direction of each vector given in polar form..2nd: These are rewritten in rectangular form.63rd: Enter the x- and y- components of other vectors. 4th: The x-components are added!5th: The y-components are added.,Enter rectangular or polar, yield resultant.16th: The magnitude of the resultant is computed.17th: The direction of the resultant is computed.eTheta is ATAN2( Sum(y) / Sum(x) )*(180/PI()), the arctan of coordinates, and it adjusts for quadrant. v addition1Polar Coordinates are computed though not needed.<Theta is , the direction of the vector, IN DEGREE NOTATION. Direction,  x is R*cos() y is R*sin()+Magnitude is SQRT( [Sum(x)] + [Sum(y)] )8Enter data in YELLOW. Other colored cells self compute. rect polar6Convert rectangular to polor, or polar to rectangular. Completes scalar multiplication.scalar Magnitude, r x is r*cos() y is r*sin()UThe magnitude of vector V is r and has direction , and rectangular coordinate (x,y).6Theta, , the direction is written IN DEGREE NOTATION.5Convert polar to rectangular or rectangular to polar.WAdd up to 6 vectors to find the resultant vector. Three may be in polar form to begin.1Compute the product of scalar m and vector (x,y).9Compute the product of scalar m and vector r @  degrees.mxyThis is m(x,y)GCompletes scalar multiplication and rectangular addition & subtraction.7Enter data in yellow. Other colored cells self compute.(Components x and y are each scaled by m. the product.rAThe magnitude r is scaled by m. The direction  remains the same.5Computes addition of vectors in rectangular notation.8The x-components are added. 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