Enter vector A
Determine the vector operation A ÷ B:
Rewrite our vectors in terms of coordinates:
(
a1,
a2,
a3) = (
12,
9,
6)
(
b1,
b2,
b3) = (
4,
3,
2)
Divide the respective vector components:
A ÷ B = (
a1 ÷
b1 ,
a2 ÷
b2 ,
a3 ÷
b3 )
A ÷ B = (
12 ÷
4,
9 ÷
3,
6 ÷
2)
A ÷ B = (3, 3, 3)Expresed in vector format, we have:
Calculate the length (magnitude) of A / B
Rewrite the vector in terms of coordinates:
(a / b
1, a / b
2, a / b
3) = (3, 3, 3)
The formula for this is below:
||A / B|| = Square Root(a / b
12 + a / b
22 + a / b
32)
||A / B|| = Square Root(3
2 + 3
2 + 3
2)
||A / B|| = √
9 + 9 + 9||A / B|| = √
27||A / B|| = 5.1961524227066