14.5. Rationalization to Find Limits http://www.ck12.org
- limx→ 4
√ 3 x+ 4 −x
4 −x
- limx→ 02 −
√x+ 4
x
- limx→ 0
√x+ 7 −√ 7
x
limx→ (^16416) −−√xx
limx→ 0 √x (^2) +x 122 −√ 12
limx→ 2
√ 2 x+ 5 −√x+ 7
x− 2
- limx→ 11 −
√x
1 −x
- limx→ 1939 √x−x^1 − 1
- limx→ 424 √x^2 −x^64 − 4
- limx→ 99 x 92 −−^903 √x+x^81
- When given a limit to evaluate, how do you know when to use the rationalization technique? What will the
function look like?