Considering that the given derivative is:
dy
----- = (x - 6)^ (1/2) ,
dx
y is the function whose derivative is (x - 6)^ (1/2).
Given that the derivative of (x - 6) ^ (3/2) is (3/2)* (x - 6)^ (1/2), you have that the function searched is y = (2/3) ( x - 6) ^ (3/2) plus a constant.
You can prove that dy / dx is (2/3)*(3/2) (x - 6) ^ (3/2) = (x - 6)^ (1/2).
Answer: y = (2/3) (x - 6)^(3/2).+ constant
The answer to ur equation is 18
Answer:
D
Step-by-step explanation:
This is called "implication". So if A (is true), then B MUST be true. If B is false, the implication is false. In all other cases, the implication is true. Suppose A is false, then it doesn't matter what B is, the implication is true, since we don't care what B is.
It's a bit confusing I suppose. Below is a truth table using P and Q in stead of A and B.
You would first need to know how muck water there is or how big the water bottle is