The value of \(\int_1^4(1/x)\,dx=?\)
Answer & explanation
Correct answer: option 4
We have integral \(\int_1^4(1/x)\,dx=?\)
\(\int_1^4(1/x)\,dx= (log x)\) for x=1 to x= 4
={log(4)- log(1)}
= {log(4)- 0 }
= log(4)
The value of \(\int_1^4(1/x)\,dx=?\)
Correct answer: option 4
We have integral \(\int_1^4(1/x)\,dx=?\)
\(\int_1^4(1/x)\,dx= (log x)\) for x=1 to x= 4
={log(4)- log(1)}
= {log(4)- 0 }
= log(4)