The water pressure on Mustafa as he dives is increasing at a rate of 0.9920.9920, point, 992 atmospheres (\text{atm})(atm)left p
2 answers:
This issue involves a basic dimensional analysis. We are required to express the rate of 0.992 atm/m in the unit of atm/km.
In straightforward terms, dimensional analysis means converting a measurement into a different unit using conversion factors.
For this case, the necessary steps are:
We observe that 1000 meters = 1 kilometer was used as the conversion factor to change atm/m into atm/km. Consequently, we conclude with the answer 992 atm/km.
In straightforward terms, dimensional analysis means converting a measurement into a different unit using conversion factors.
For this case, the necessary steps are:
We observe that 1000 meters = 1 kilometer was used as the conversion factor to change atm/m into atm/km. Consequently, we conclude with the answer 992 atm/km.
You might be interested in
Quadratic equations find their application in various real-world scenarios such as: sports, bridges, projectile motion, the curvature of bananas, and so on.
Here are three images representing real-world instances of quadratics:
Example 1: A cyclist travels along a parabolic trajectory to leap over obstacles.
Example 2: A person throws a basketball towards the hoop, moving in a gently upward path described by a quadratic curve.
Example 3: A football player kicks the ball upward, which follows a quadratic path as it travels a distance.
Answer:
2.30 years
Step-by-step explanation:
The fish population increased threefold in the first year, resulting in 240 * 3 = 720 fish.
(a) The logistic equation can be represented as follows
where P0 = 240 denotes the initial fish count; substituting P = 720 and t = 1 allows us to determine the constant k
b) By applying the formula below
with P set to 3000, P0 as 240, and k equal to 1.1, we can compute the duration needed for the population to reach 3000 fish