Which of the following best describes the ordered pairs listed below? (-1, -5), (2, -8), (-1, -12), (6, -12) neither a relation nor a function both a relation and a function relation only function only
keep in mind that a "function" has no repeats on "x values"
c ?
well... do you think is a function? does it have any "x" repeated?
it has 2 -12s
right?
@jdoe0001
\(\bf (-1, -5), (2, -8), (-1, -12), (6, -12)\implies \begin{array}{rrccllll} x&y\\ \hline\\ -1&-5\\ 2&-8\\ -1&-12\\ 6&-12 \end{array}\) see any "x" repeats?
\(\large \begin{array}{rrccllll} x&y\\ \hline\\ {\color{red}{ -1}}&-5\\ 2&-8\\ {\color{red}{ -1}}&-12\\ 6&-12 \end{array}\) look closely
so you do have a "x value" that repeats, thus is not a function so that makes it only a relation
c ? \(\checkmark\)
Directions: Select all the correct answers.Which of the following have the same y-intercept as the equation y = 2x + 3? A.) a line through the points (-3, 0) and (-1, 2) B.) x y -3 5 3 3 6 2 C.) https://s3.amazonaws.com/platocdn/EdAssets/a7dfc91b94334843ba259905f5324a15?ts=635035297810500000 D.) x y -2 2 1 3 4 4
@jdoe0001
it'd be better to post anew, thus more exposure and we all can revise each other
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