When demonstrating that
lim
x
→
−
0.75
1
4
x
+
3
=
∞
\displaystyle \lim_{{{x}\to-{0.75}}}\frac{{1}}{{{4}{x}+{3}}}=\infty
x
→
−
0.75
lim
4
x
+
3
1
=
∞
with
M
=
1000
\displaystyle {M}={1000}
M
=
1000
, which of the following
δ
\displaystyle \delta
δ
-values suffices? [There may be MORE THAN ONE correct answer, so select all that apply.]
δ
=
\displaystyle \delta=
δ
=
0.000125
δ
=
\displaystyle \delta=
δ
=
0.0005
δ
=
\displaystyle \delta=
δ
=
0.00033333333333333
δ
=
\displaystyle \delta=
δ
=
0.00025
Submit
Try a similar question
License
[more..]