Answer:
2.75 + 11.50S55
4
Step-by-step explanation:
Frank has 3 bags of birdseed. He wants to put the birdseed into 4 bird feeders equally.how much of the the bags will go in each
2 answers:
Response:
0.75 (75%) of a bag
Step-by-step breakdown:
Hi there, that's a great question. This type of problem serves as an introductory step to grasping more complex Algebraic Equations.
In the scenario, Frank has 3 bags and 4 feeders. To find out how much birdseed goes into each feeder, we must divide the total bags by the number of feeders. This will provide us with the equal distribution needed for each feeder.
... simplify
From the calculation, we conclude that each feeder will receive 0.75 (75%) of a bag.
I trust this resolves your inquiry. Reach out if you have further questions.
You might be interested in
Answer:
The correct choice is (C).
Step-by-step explanation:
The p-value is defined as the probability, under the null hypothesis (H₀), of obtaining a result that is equal to or greater than the actual observed result in a statistical hypothesis test.
A small p-value (usually ≤ 0.05) indicates strong evidence against the null hypothesis (H₀), resulting in its rejection.
A larger p-value (> 0.05) indicates weak evidence against H₀, which leads to failure in rejecting the null hypothesis.
A nutritionist has concerns that the actual average calorie content of the french fries served at a fast-food restaurant exceeds 120 calories.
The testable hypothesis can be stated as:
H₀: The actual average calorie count in the french fries is 120 calories, meaning μ = 120.
Hₐ: The average calorie count in the french fries exceeds 120 calories, meaning μ > 120.
The statistical test is as follows:
The average calorie count among the 35 sampled small orders of fries is:
Consequently, the p-value is:
p-value = 0.00093
<pthis>p-value represents the probability of achieving a sample mean of 155.6 calories or higher when the population mean is 120 calories.In summary,
The interpretation of the p-value can also include the probability of observing a mean of 84.4 calories or less when the population mean is established at 120 calories.
*
*Given the symmetry of the normal distribution, P(Z < -z) = P(Z > z).
Thus,
Therefore, the appropriate choice is (C).
</pthis>Let's denote the orbital period of planet X as T and its average distance from the sun as A. For planet Y, let its orbital period be T_1, implying that if planet Y's mean distance from the sun is twice that of planet X:
This indicates that the orbital period for planet Y increases by a factor of