Find the horizontal asymptote of f (x) = 6 (x+4) (3x-1) / (8-x) ( 2x+2)
y=__________
please explain
Find the horizontal asymptote of f (x) = 6 (x+4) (3x-1) / (8-x) ( 2x+2)
y=__________
please explain
horizontal asymptote is anywhere where the slope=0
slope=rise over run so rise (or the y value) has to be equal to 0
0=(6x+24)(3x-1)/(8-x)(2x+2)
and you just do all the algebra from there
horizontal asymptote is anywhere where the slope=0
slope=rise over run so rise (or the y value) has to be equal to 0
0=(6x+24)(3x-1)/(8-x)(2x+2)
and you just do all the algebra from there
horizontal asymptote is anywhere where the slope=0
slope=rise over run so rise (or the y value) has to be equal to 0
0=(6x+24)(3x-1)/(8-x)(2x+2)
and you just do all the algebra from there
horizontal asymptote is anywhere where the slope=0
slope=rise over run so rise (or the y value) has to be equal to 0
0=(6x+24)(3x-1)/(8-x)(2x+2)
and you just do all the algebra from there
horizontal asymptote is anywhere where the slope=0
slope=rise over run so rise (or the y value) has to be equal to 0
0=(6x+24)(3x-1)/(8-x)(2x+2)
and you just do all the algebra from there
horizontal asymptote is anywhere where the slope=0
slope=rise over run so rise (or the y value) has to be equal to 0
0=(6x+24)(3x-1)/(8-x)(2x+2)
and you just do all the algebra from there
horizontal asymptote is anywhere where the slope=0
slope=rise over run so rise (or the y value) has to be equal to 0
0=(6x+24)(3x-1)/(8-x)(2x+2)
and you just do all the algebra from there
horizontal asymptote is anywhere where the slope=0
slope=rise over run so rise (or the y value) has to be equal to 0
0=(6x+24)(3x-1)/(8-x)(2x+2)
and you just do all the algebra from there
horizontal asymptote is anywhere where the slope=0
slope=rise over run so rise (or the y value) has to be equal to 0
0=(6x+24)(3x-1)/(8-x)(2x+2)
and you just do all the algebra from there
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