Question

find the sum of the vectors 10i^+6j^and 4i^-2j^

Answer 1

The addition of these two vectors is

14i^+4j^

Answer 2

Answer:

$S=14i+4j$

Explanation:

It is given that,

Vector A, $A=10i+6j$

Vector B, $B=4i-2j$

Let S is the sum of two vectors. It is given by :

$S=A+B$

Putting the values of vector A and B in above equation as :

$S=10i+6j+(4i-2j)$

$S=14i+4j$

So, the sum of two vectors is $14i+4j$. Hence, this is the required solution.