Let {an}1 and {bn}n=1 be sequences. Prove or disprove: If {an – bn}=1 converges to 0 and {an}-1 converges to A, then {bn}=1 also converges to A.
Let {an}1 and {bn}n=1 be sequences. Prove or disprove: If {an – bn}=1 converges to 0 and {an}-1 converges to A, then {bn}=1 also converges to A.
Chapter6: Exponential And Logarithmic Functions
Section6.2: Graphs Of Exponential Functions
Problem 52SE: Prove the conjecture made in the previous exercise.
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