An archer misses 60% of his shots how many shots must he make before he gets 100 hits?
1 answer:
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Answer:
C. Driving test scores (y-axis) will be 9 [individual who scored 3 on drink consumption and 3 [individual who scored 5 on drink consumption].
Correct as we can see:
Step-by-step explanation:
Let's define some notation:
y= represent the driving test scores
x= represent the number of drinks consumed
We know this info given: "What will be their respective scores on the driving test if the intercept is 18 and the slope -3?" So then we can create the following linear model:
And now we have two values for x we can replace and see what we got:
And if we analyze one by one the options we got this:
A. Driving test scores (y-axis) will be 27 [individual who scored 3 on drink consumption and 33 [individual who scored 5 on drink consumption].
False.
B. It is not possible to predict from negative relationships.
False, we have the linear model given and we can find the predicted values.
C. Driving test scores (y-axis) will be 9 [individual who scored 3 on drink consumption and 3 [individual who scored 5 on drink consumption].
Correct as we can see before:
D. Driving test scores (y-axis) will be 51 and 87 [individual who scored 5 on drink consumption].
False.