Integrating from 0 to 200 of 1/(14-(.0003x^2))

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I can't figure out how to this integral. I keep coming up with the wrong answer. Can someone please show me a detailed solution?
 
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Welcome to PF!

Hi musichael! Welcome to PF! :wink:

Show us what you've tried, and where you're stuck, and then we'll know how to help. :smile:
 
ok first i did ln(14-.0003x^2) divided by the derivative of the inside. but when i plug in the definate integral values i can't get the correct answer.
 
the answer should be 25.1
 
I can't figure it out.
 
musichael said:
ok first i did ln(14-.0003x^2) divided by the derivative of the inside. but when i plug in the definate integral values i can't get the correct answer.

uhh? :confused:

d/dx(ln(14-.0003x^2)) = (.006 x)/ln(14-.0003x^2).

Try either a trigonometric substitution, or partial fractions. :wink:
 
the function that i need to integrate is 1/(14-.0003X^2) I am pretty sure you use the Ln(14-.0003X^2)/(2(.0003x) but It doesn't work with 0 to 200
 
I tried using partial fractions but I can't figure out how to factor the bottom expression
 
musichael said:
I tried using partial fractions but I can't figure out how to factor the bottom expression

but the bottom is a - bx2 :frown:
 
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