What is the code to solve limx→1(logx)logx?

syms x;limit(‘log(x)^(log(x))’,x,1)

limit(‘log(x)^(log(x))’,x,1)

syms x;limit(log(x)^(log(x)),x,1)

How can we check whether the limn→3+ n-1 exists?

syms n;limit(n-1,n,3,’right’)

syms n;limit(n-1,3,’right’)

syms n;limit(n-1,3,n,’right’)

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1.	What is the code to solve limx→1(logx)logx?
A.	syms x;limit(‘log(x)^(log(x))’,x,1)
B.	limit(‘log(x)^(log(x))’,x,1)
C.	syms x;limit(log(x)^(log(x)),x,1)
D.	Cannot be solved
Answer» D. Cannot be solved

Discussion

2.	How can we check whether the limn→3+ n-1 exists?
A.	limit(n-1,n,3)
B.	syms n;limit(n-1,n,3,’right’)
C.	syms n;limit(n-1,3,’right’)
D.	syms n;limit(n-1,3,n,’right’)
Answer» C. syms n;limit(n-1,3,’right’)

Discussion