Answer: A <em>(first option)</em>: y-intercept = 9, zeros = {1, -1, 3, -3}
<u>Step-by-step explanation:</u>
The y-intercept is where the graph crosses the y-axis.
The zeros are the x-intercepts which is where the graph crosses the x-axis.
The graph touches the y-axis when y = 9
The graph touches the x-axis when x = -3, x = -1, x = 1, and x = 3
The equation would be: Y= 1/2x-1. Reasoning: Our equation format is Y=mx+b. Consider y to just be there for the mean time, but mx is where we insert our slope. We already know what our slope is in this equation (1/2) so that’s what we’ll insert, changing mx to 1/2x. B is where we put our Y. In this coordinate, our Y is -1 (keep in mind that a coordinate is set up as so: (x,y). Insert all our numbers to replace the variables and you get Y=1/2x-1
Answer:
they are both the same
Step-by-step explanation:
farmers give us food and doctors make us healthier
The most likely and preferred unit of measurement for the number of strawberries is pounds.
Given that,
Jamison owns a smoothie shop. He is placing an order for strawberries and pineapple juice for a new specialty drink. Which would be the most appropriate unit of measurement for the number of strawberries Jamison will order is to be determined.
<h3>What is a measurement unit?</h3>
Measurement units are the units of measurement of all three states of matter.
Here,
Strawberries have moderate weight and are solid as well so the most preferred unit for the measurement is ounces for moderate use and pound for commercial use,
Since Jamison has a shop, and he uses strawberries for commercial use to make drinks and sell it further, implies pounds is the appropriate unit of measurement.
Thus, The most likely and preferred unit of measurement for the number of strawberries is pounds.
Learn more about measurement here:
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Answer: Paired t interval for μdiff
Step-by-step explanation:
The confidence interval suitable for analysing the data described in the scenario above is the paired t test which is employed when there are two different sets of measured reading or observation for each subject. In the scenario above, the subjects are of of the different planters employed whereby the pair of measurement are the weight of tomatoes obtained for each of the two different fertilizer types applied to each of the two plants in a planter. With these data, we can measure the difference in the effectiveness of each of the store brand and homegrown compost.
