The description below represents Function A and the table represents Function B: Function A The function is 2 more than 5 times x.
Function B is x = -1, 0 1 and Y = 2, 5, 8
@ganeshie8
B = \(\begin{array}{ccllll} x&y \\\hline\\ -1&2\\ 0&5\\ 1&8 \end{array} \) ?
Yes.
ok... so.... you're the proud owner of 2 functions then :)
congrats!
Thanks. lol
But, which statement is correct about the slope and intercept of the two functions?
who?
Their slopes are equal, but y-intercepts are not equal. Their slopes are not equal, but y-intercepts are equal. Both slopes and y-intercepts are equal. Neither slopes nor y-intercepts are equal.
well you never specified that, you only gave two functions
well... what are their slopes then? what did you get for A and for B?
Well, I was asking cause I don't know how to find out the slope.
hmmm there's seems to be an assumption you're supposed to already otherwise giving you the exercise wouldn't apply
can you say.. get function A ? what's function A then? yes. I read what you said...but how does it look like?
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