math 20 math help?

The graph of y =1/14x 90 has A horizontal asymptotes, B vertical asymptotes, and

the graphs of the functions y= 14x + 90 and y= 1/14x+90 will intersect C times. The values of A, B, and C are?

2 Answers

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  • 2 years ago

    Okay first of all 1/14x+90 is a linear function and has no asymptotes.

    What I'm assuming you meant is either 1/(14x) + 90 or 1 / (14x + 90).

    Secondly, I would assume it didn't occur to you to graph them and answer this question that way? Since you know, the question is about graphs after all.

    https://www.desmos.com/calculator

    Any function of the form y = 1/(ax+b), where a is a non-zero number, has 1 horizontal and 1 vertical asymptote.

    These graphs intersect twice in both cases.

  • ted s
    Lv 7
    2 years ago

    ASSUMING : (1) y = 1 / ( 14 x + 90) then vertical at x = - 90 / 14...horizontal y = 0 and intersects with y = 14 x + 90 twice......

    (2) y = 1 / ( 14 x ) + 90 then a vertical at x = 0....horizontal of y = 90 and intersects with y = 14x + 90 once

    (3) y = ( 1 / 14 ) x + 90 then NO asymptote...and intersects with y = 14 x + 90 once

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