The resultant vector is known to have made a 6.3-degree angle with the horizontal force, hence correct option is A.
<h3>How do you determine angle of the resultant vector ?</h3>
The resultant angle between the vectors is given by
θ = 
= 
Note that the two forces are said to have the magnitude of 17.3 and 42.5 pounds hence, the angle of the resultant vector is known to be:
= (6.453/58.55)
= 6.2886 degree
= 6.3 degree.
Therefore, in the above scenario, the resultant vector makes a 6.3-degree angle with the horizontal<em> </em>force.
See full question below
Two forces of 17.3 pounds and 42.5 pounds act on a body with an angle of 21.9 degrees between them. The force of 42.5 pounds acts on the body in the horizontal direction. Choose the correct approximation for the direction angle the resultant vector makes with the horizontal force.
a. 6.3
b. 21.9
c. 15.7
d. 10.9
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Where’s the list of properties?
The statement that if you change the units of one of the variables, the value of correlation will increase or decrease" is; False
<h3>Correlation</h3>
It is pertinent to note that if we change the units in one of the variables the value increase, decrease, or stay the same
Now, the value of the correlation is simply the result of the interactions of all the units that exist in that variable and as a result changing only one of the variables does not always imply that there will be a change in the end result of the value.
In conclusion, the value of the correlation can also remain the same and so the statement is false.
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An example of a scope three carbon emission is; driving a gasoline-fueled vehicle
<h3>What is Scope three carbon emission?</h3>
Scope 3 emissions are a defined as the consequence of the activities of the company that occur from sources not owned or controlled by the company.
Some examples of scope 3 carbon emission activities are;
Extraction and production of purchased materials.
Transportation of purchased fuels.
Use of products and services.
Thus, when applied in practical, we can say that an example of a scope three carbon emission is; driving a gasoline-fueled vehicle
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