In this case to find the weight of an object you must use the formula.
W = mg
Answer:
C. 2 and 4
Explanation:
my teacher went over it and the answer was that
Explanation:
Use the magnitude and direction of each vector to find its components. Add the components that are along the same dimension. Then use Pythagorean theorem and trigonometry to find the magnitude and direction of the resultant vector.
For example, if we have a vector of magnitude A and direction α, and another vector of magnitude B and direction β, then the components of the first vector are:
Ax = A cos α
Ay = A sin α
And the components of the second vector are:
Bx = B cos β
By = B sin β
The resultant vector (we'll call it C) has components:
Cx = Ax + Bx
Cy = Ay + By
The magnitude of the resultant vector is:
C = √(Cx² + Cy²)
And the direction of the resultant vector is:
θ = atan(Cy/Cx)
Answer:
C. Targets
Explanation:
Because the Ad for the theme park effectively caught Raquel's attention, a businessperson would say that the ad accurately targeted Raquel. Marketers use specific colors, themes, designs, songs, etc to target a specific audience.
Answer:
The percentage of the population that is actively participating in the labor market, whether working or looking for a job, is 95% of the total working age population.
Explanation:
If the number of unemployed in a country is 19 million people, and that number represents an unemployment rate of 4%, to know the total number of economically active people in the country we must perform the following calculation:
(19,000,000 / 4) x 100 = X
475,000,000 = economically active population
However, the country has a working-age population of 500 million people, of which only 475 are actively participating in the labor market. To know the percentage that these 475 million people represent, we must perform the following cross multiplication:
500 = 100
475 = X
(475 x 100) / 500 = X
95 = X
The percentage of the population that is actively participating in the labor market, whether working or looking for a job, is 95% of the total working age population.
