
Using the calculator shown below, teachers and students can simulate different scenarios by changing any input boxes
Vector A =
i +
j +
k
Vector B =
i +
j +
k
Vector C =
i +
j +
k
Solve for Vector B cross product Vector C
i product =
x
x
=
i
j product =
x
x
=
j
k product =
x
x
=
k
- k product =
x
x
=
k
- i product =
x
x
=
i
- j product =
x
x
=
j
Adding all common terms Vector B X Vector C =
i +
j +
k
i + j + k
i + j + k ANSWER Vector B X Vector C
Solving for Vector A dot Product (Vector B x Vector C ) =
Vector A
i +
j +
k
(Vector B x Vector C )
i +
j +
k
For dot product, multiply the scalar value only. Then do the summation of product
+
+
ANSWER Vector A * (Vector B X Vector C ) =
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