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Example Questions
Example Question #1 : Vector Addition
Let ,
, and
,
find
In order to find , we need to add like components.
Example Question #2 : Vector Addition
Given the vectors
and
, compute
.
To add two vectors , we simply add their components:
Example Question #3 : Vector Addition
Given the vectors
and
, compute
.
To add two vectors , we simply add their components:
Example Question #4 : Vector Addition
Find the sum of the vectors given below
When adding vectors, it is important to note that the summation only occurs between terms that have the same coordinate direction . Therefore, we find
Example Question #5 : Vector Addition
Find the sum of the two vectors.
The sum of two vectors and
is defined as
For the vectors
Example Question #1 : Vector Addition
Given vectors
find .
To find the sum , we add their components:
Example Question #7 : Vector Addition
Given the vectors
find the sum .
To find the sum of the vectors
we add their components:
Example Question #8 : Vector Addition
Add the following vectors:
Where
,
Vector addition is done as follows:
For this problem:
Example Question #9 : Vector Addition
Add the vectors given:
and
Multiply the vectors with the constants first.
Evaluate .
Evaluate .
Add the vectors .
The answer is:
Example Question #10 : Vector Addition
Given the vectors
find the sum .
Given the vectors
we can find the sum by adding component by component:
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