Answer:
physical system don't determine human interaction, however, it does influence and constrain choices they make. hope that helps
Answer: D Gender biased.
Explanation: As a supervisor she is qualified to be paid the same amount her counterparts or co- supervisors are receiving. As the do the same work and we on the same grade. She is the only lady among the supervisors and the only one paid less. Naturally it will be assumed that her work place is gender biased if not others should be paid less.
As supervisors the all do the same amount of work and share the same amount of responsibilities. So if she is right that she is being discriminated it means her workplace is gender biased.
It is attractive to those who are in the insurance business
or are engaged in affiliate programs.
Each time customers buy from these companies, they gain income and
continue to do so as long as the account continues to be working.
Answer:
The correct answer would be option A) Socratic educators.
Explanation:
The Socratic Method of Education focuses on the purpose of giving students the chance to acquire knowledge through developing an idea which may be established upon their concerns, combined with moral understanding and truth upon experiences, constructing then an ideal epic myth upon peculiar facts of living. This way students can symbolically identify themselves with their family members in a leading role, providing them with the opportunity to grow as individuals and for the goodness of society.
I hope it helps!
32 different combinations of three cars can the Carsons select if all the cars are to be different colors.
B. 32
<u>Explanation:</u>
As it is given there are four available colours of the car. That means we have 4 cars. 
. Now choose the first car. The no.of way of choosing the first car is equalled to 8 and imagine the first car Colour is black. Now we have a black car so we have to choose from 6 options apart from black.
Now no.of way of choosing the 2 car = 6 and imagine it is blue. Now we have to choose two colour car, so now we have 4 options to choose from. The no.of choosing the car = 4. Now let's calculate the total arrangement - 
. It is the total calculation for three cars.
But we have to know the selection so three cars can also be arranged in 6 ways. So the number of different combinations of three cars can be calculated as 192÷6= 32. This is how the selection is being done.
