Help with A Transformation of linear functions Worksheet (PLEASE HELP!!)
PLEASE HELP ME WITH THIS Transformation of linear functions WORKSHEET (Answers Must be Correct.)
NUMBER 1:
1. The table shows how the distance from the top of a building to the horizon depends on the building's height. Graph the relationship from building height to horizon distance and identify which parent function best describes the data. Then use your graph to estimate the distance to the horizon from the top of a building with a height of 80 m
(CLICK THE LINK FOR THE CHART
https://imgur.com/nTJaJqm)
NUMBER 2,3,4:
Let g(x) Be the indicated transformation(s) of f(x) = x. Write the rule for g(x)
2. Vertical stretch by a factor of 4
3. Horizontal translation 6 units right
4. Horizontal compression by a factor of ¼ followed by a vertical shift 4 units down
NUMBER 5 (A,B,C):
(CLICK THE LINK FOR THE CHART https://imgur.com/a/v5RIDXa)
5. A consumer group is studying how hospitals are staffed. Here are the results from eight randomly selected hospitals in a state
A: Make a Scatter Plot of the data with Hospital Beds as the independent variable.
B: Find The Correlation coefficient and the equation of the line of best fit. Draw the line of best fit on your scatter plot.
C: Predict the number of beds in a hospital with 80 full time employees
Ms. Linda here with a recorded video answering the question about transformations on a linear parent graph! Hope this helps and feel free to reach out for online video tutoring sessions if you found this useful.
