Question

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Answer 1

when x=0, what is y?

Answer 2

2

Answer 3

then our y intercept ... is at 2

Answer 4

is our slope + or -?

Answer 5

Positive

Answer 6

then we want a line, with postivie slope, going thru y=2

Answer 7

Yes :)

Answer 8

line C fails in that it is not going thru y=2

Answer 9

b?

Answer 10

when y=0, what is x?

Answer 11

5

Answer 12

no

Answer 13

-2x = 10

Answer 14

we want a line going thru x=-5, and y=2

Answer 15

Which is a

Answer 16

then lets go with A :)

Answer 17

OK :)

Answer 18

You can solve for y and read the slope and y-intercept directly.

\(-2x + 5y = 10\)

\(5y = 2x + 10\)

\(y = \color{red}{\dfrac{2}{5}}x + \color{green}{2}\)

Compare with

\(y = \color{red}{m}x + \color{green}{b}\)

where \(\color{red}{m} \) is the slope, and \(\color{green}{b}\) is the y-intercept.

That means we have a positive slope and a y-intercept of 2.

Answer 19

Thanks for the explanation :)

Answer 20

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