Vector Multiplication in 3D Calculator Online

x: x:
y: y:
z: z:


Vector Multiplication Calculator Description

The Concept or way of Multiplying vectors in 3D (3-Dimension)

  • We have 2 vectors where each vector has x, y and z values like v1 = (x1,y1,z1) and v2 = (x2,y2,z2).
  • For example, the first vector we have has x,y,z values (5,3,8) and the values of second vector are x,y,z (1,5,6).
  • Now for multiplying these two vectors v1 and v2 in 3d without any dot or cross products, we just need to multiply x value of first vector v1 with corresponding x value of second vector v2 and y value of first vector with v1 corresponding y value of second vector v2 and z values of first vector v1 with corresponding z value of second vector v2.
  • (5,3,8)(1,5,6) =(5*1, 3*5, 8*6) = (5,15,48)
  • The resultant vector is (5,15,48)
  • This is how you can simply multiply two vectors manually. But if you want to multiply vectors automatically and wants to have fast results in seconds then try this calculator.

How to use Vector Multiplication Calculator in 3D

  • Enter x value of both of the vectors in the specified x input field
  • Enter y value of both of the vectors in the specified y input field
  • Enter z value of both of the vectors in the specified z input field
  • Click the button solve to see the results
  • The resultant vector having x, y and z values displayed below.
  • The example calculator result are also listed below.
  • Some More Examples of Vector Multiplication in 3D

  • v1 = (2.3,1.4,5.7) , v2 = (4.7,3.2,9)
    => (2.3,1.4,5.7)(4.7,3.2,9)
    => Result = (10.809, 4.48,51.30)

  • v1 = (23,3,57) , v2 = (4,5,19)
    => (23,3,57)(4,5,19)
    =>(23*4 , 3*5 , 57*19)
    => Result = (92 , 15 , 1083)

  • v1 = (2,9,1) , v2 = (5,2,7)
    => (2,9,1)(5,2,7)
    =>(2*5, 9*2, 1*7)
    =>Result = (10, 18, 7)

  • v1 = (-22,-11,41) , v2 = (-5,-2,-7)
    => (-22,-11,41)(-5,-2,-7)
    => (-22*-5, -11*-2, 41*-7)
    =>Result = (110, 22, -287)

  • Vector Multiplication Example:

    Vector Multiplication example
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