1) The complete table is shown in the attachment .
2) The direction field is shown in attachment.
3) The given differential equation is:

We separate variable to get:

We integrate both sides wrt x to get:

This implies that:


Or

We apply the initial condition:



The particular solution is:

4) See attachment
There are 280 green. the answer is C
I believe the answer is: Lifting
There are several things that must be followed to adhere to a safe lifting technique. The first one is to make sure that you have a proper grip on the object that you lift. The second one is to not bend or twist the waist during the lifting motion, your back and waist should always be straight. The last one is to keep your legs shoulders-width apart.
Answer:
Solomon Asch was a pioneering social psychologist who is perhaps best remembered for his research on the psychology of conformity. 1 Asch took a Gestalt approach to the study of social behavior, suggesting that social acts needed to be viewed in terms of their setting.
Explanation:
Answer:
A
Explanation:
The value of x is 79° because opposite exterior angles of parallel lines intersected by a transversal are congruent.