Question

london is taking a multiple - choice test. her grade is given by the equation $y = 100 - 2x$, where $y$ represents her final score and $x$ represents the number of questions she got wrong. what is the meaning of the $y$-value when $x = 1$? answer the points she loses for every wrong question. her score with 0 problems wrong. the number of problems on the test. the score she would get if she only missed one question.

Explanation:

Step1: Substitute x = 1

Substitute $x = 1$ into $y = 100 - 2x$.

Step2: Calculate y - value

$y=100 - 2\times1=98$, which is score when 1 question is wrong.

Answer:

The score she would get if she only missed one question.