SOLUTION: find: limt(1^x) as x→∞

SOLUTION: find: limt(1^x) as x→∞

Algebra.Com

Question 1133265: find: limt(1^x) as x→∞
Answer by MathLover1(20850) (Show Source): You can put this solution on YOUR website!

RELATED QUESTIONS
without L'Hospitals rule prove that : limt(x^(1/x)) =1 (as x= 1) (answered by MathLover1,ikleyn)

Find: limt((2π/x) * (1/(sin((πx/(x - 1)))))), when (x→ + ∞) (answered by ikleyn)

Find : limt((floor(x/3)-1)/(x-3)) , when... (answered by ikleyn)

if limt(((n+1)^x -n^x)/(n^99))=100 as x→ ∞ prove that... (answered by Alex.33)

Without using L'Hospitals rule find : Limt((e^(17x)-17e^x +16)/(e^(16x)-16e^x+15)). as (answered by ikleyn)

without L'Hospitals rule prove that : limt(x^(1/x)) = 1 when (x →... (answered by ewatrrr,ikleyn)

If limt(e^(ln(ax)) × tan(2a/x))= 8 ' find value of a ? (answered by MathLover1,ikleyn)

If limt f(x)=a where x-->0^+ , limt f(x)=b where x-->0^- , then limt f(x²) × f(x³-x) (answered by ikleyn)

1) If limt((a/x)*csc((πx/(x - 1)) = 2, (x→ + ∞) Find the value of a 2) find... (answered by ikleyn)