Answer:
mean average = 2542.5 mg
1330 mg
Explanation:
The patient's average daily intake of sodium for those 4 days can be calculated by taking the mean average of the sample amounts given over the number of the total days.
mean average = 2542.5 mg
Therefore the patient's average daily intake of sodium for those 4 days = 2542.5 mg
What is the patient’s average daily intake of sodium for those 4 days?
What would his 5th day sodium intake need to be to drop him below an average of 2300 mg
given that mean average = 2300; we can also determine the fifth day sodium intake as follows:
y = 1330 mg
Hence, his sodium intake for the fifth day will be 1330 in order to drop him below an average of 2300 mg
Answer:
economics is the study of the production, distribution, and consumption of goods and services
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The details about Aunt Grace in lines 15-17 ("my clumsy floor") suggest that, to the speaker, Aunt Grace is; An embodiment of the messiness of reality vs the order that art sometimes imposes
<h3>American Poetry</h3>
This question is taken from the book titled An Ear to the Ground: An Anthology of Contemporary American Poetry.
Now, the statement from the book is that clumsy aunty grace chased the ones she had dropped on the linoleum floor.
From that statement and when considering other statements around that story, we can tell that it was describing aunty grace as an embodiment of the messiness of reality vs the order that art sometimes imposes.
Read more about American Poetry at; brainly.com/question/19943780
Answer:
1. It reduces the probability of sampling bias.
2. A random sample will be more representative of the whole population.
3. Allows the researcher to determine the efficacy of the fertilizer.
Explanation:
Selecting a simple random simple from a large population is a widely used method in science. Researchers select a random sample so every individual, in this case seedling, has an equal chance to be selected.
Therefore, it is an accurate method that, although is not free from errors, avoids or reduces the probability of sampling bias. Selecting a truly random tomato seedling will be more representative of the whole population of seedling instead of selecting carefully a seedling that already has specific or desired characteristics. Hence, this random sampling will allow the researcher to determine the efficacy of the fertilizer.
