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You are trying to create a linear fit for a data set that involves a "miles per gallon" variable. What is the most appropriate transformation in this case according to the Ladder of Powers?a. Square root the values of the Ysb. Square the values of the Ysc. Take the reciprocal square of the Ysd. No transformation is needed

Answer :

Answer:

Option C = Take the reciprocal square of the Ys

Step-by-step explanation:

The most appropriate transformation in this case according to the Ladder of Powers is to Take the reciprocal square of the Ys.

The answer is "Take the reciprocal square of the Ys".

Ladder of Powers:

The reciprocal of a revolutionary is the numeral 1, separated by your revolutionaries. So, if your radical is the square root of 24, your reciprocal is 1 divided by the square root of 24. Imagine a radical gambling side with a 1.

You're trying to construct a linear fit for an information set that includes a "miles per gallon" variable. As per the Ladder of Powers, taking the equal reciprocal square of the Ys is the most suitable conversion in this circumstance.

Therefore, the final answer is "Option C".

Find out more information about the Ladder of Powers here:

brainly.com/question/568753

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