Find ᵈʸ⁄dₓ for each of the following functions.
Problem 1 :
y = ln(x)
Problem 2 :
y = log10x
Problem 3 :
y = ln(2x)
Problem 4 :
y = log2(2x)
Problem 5 :
y = ln(x2 - 5x + 1)
Problem 6 :
y = log5(x2 - 5x + 1)
Problem 7 :
y = ln(√x)
Problem 8 :
y = log10√x
Problem 9 :
y = ln(ex)
Problem 10 :
y = log7ex
Problem 11 :
y = ln(sinx)
Problem 12 :
y = log9(sinx)
Problem 13 :
y = ln(cosx)
Problem 14 :
y = log3(cosx)
Problem 15 :
y = ln(tanx)
Problem 16 :
y = log7(tanx)
Problem 17 :
y = ln(sin√x)
Problem 18 :
y = log4(sin√x)
1. Answer :
y = ln(x)
2. Answer :
y = log10x
3. Answer :
y = ln(2x)
4. Answer :
y = log2(2x)
5. Answer :
y = ln(x2 - 5x + 1)
6. Answer :
y = log5(x2 - 5x + 1)
7. Answer :
y = ln(√x)
8. Answer :
y = log10√x
9. Answer :
y = ln(ex)
10. Answer :
y = log7ex
11. Answer :
y = ln(sinx)
12. Answer :
y = log9(sinx)
13. Answer :
y = ln(cosx)
14. Answer :
y = log3(cosx)
15. Answer :
y = ln(tanx)
16. Answer :
y = log7(tanx)
17. Answer :
y = ln(sin√x)
18. Answer :
y = log4(sin√x)
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