Question: is there a logarithmic property thay says:ln ∣ a - b ∣ is equal to - ln ∣ a + b ∣ Im overthinking because of the two solutions given in the images where the only difference in their answers is the term "(-1/2) ln∣cscx+cotx∣" and " (1/2) ln∣cscx-cotx∣" YOUR INPUT:f(x) ="MANUALLY" COMPUTED ANTIDERIVATIVE:ƒ ƒ(x) dx = F*(x) =csc³ (x)Simplify"Manual" integration with steps:The calculator finds an antiderivative in a comprehensible way. Note that due to some simplifications, it mightonly be valid for parts of the function.In(|csc(x) + cot(x)|) + cot(x) csc(x)2Show steps+CActivate Windows BIGGER THAN INFINITYDetermine the signs of mineCoefficients of PoliestSignsof Coefficients X-CSCof Polynom 5:43/+g=tg-/fg'9=f'=csC²x — f = -cotxeg=-CSCxcotx[1 + cot²x=c5e³x]Co²x=²X41minsA x (SC)Colx sexDetermine the Signs of mineCoefficients of Pole Signsof Coefficientsof Polynom 4:15= -(0xx (sex-√(sex (@CX-1) dx=-COAXCSCX-/CSC²x dx +/cs cx dx=> 2 / c²c²x dx = -colxcsex + √(sex dxcxJestar(corresix+ In IS(X=cola

Two concepts Trigonometry equations Logrithmic rule

Question: is there a logarithmic property thay says: ln ∣ a - b ∣ is equal to - ln ∣ a + b ∣ Im overthinking because of the two solutions given in the images where the only difference in their answers is the term "(-1/2) ln∣cscx+cotx∣" and " (1/2) ln∣cscx-cotx∣"

Question: is there a logarithmic property thay says: ln ∣ a - b ∣ is equal to - ln ∣ a + b ∣ Im overthinking because of the two solutions given in the images where the only difference in their answers is the term "(-1/2) ln∣cscx+cotx∣" and " (1/2) ln∣cscx-cotx∣"

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)

6th Edition

ISBN:9781337111348

Author:Bruce Crauder, Benny Evans, Alan Noell

Publisher:Bruce Crauder, Benny Evans, Alan Noell

ChapterA: Appendix

SectionA.2: Geometric Constructions

Problem 10P: A soda can has a volume of 25 cubic inches. Let x denote its radius and h its height, both in...

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Question

Question: is there a logarithmic property thay says:

ln ∣ a - b ∣ is equal to - ln ∣ a + b ∣

Im overthinking because of the two solutions given in the images where the only difference in their answers is the term "(-1/2) ln∣cscx+cotx∣" and " (1/2) ln∣cscx-cotx∣"

YOUR INPUT:
f(x) =
"MANUALLY" COMPUTED ANTIDERIVATIVE:
ƒ ƒ(x) dx = F*(x) =
csc³ (x)
Simplify
"Manual" integration with steps:
The calculator finds an antiderivative in a comprehensible way. Note that due to some simplifications, it might
only be valid for parts of the function.
In(|csc(x) + cot(x)|) + cot(x) csc(x)
2
Show steps
+C
Activate Windows

BIGGER THAN INFINITY
Determine the signs of mine
Coefficients of Poliest
Signs
of Coefficients X-CSC
of Polynom 5:43
/+g=tg-/fg'
9=
f'=csC²x — f = -cotx
eg=-CSCxcotx
[1 + cot²x=c5e³x]
Co²x=²X41
mins
A x (SC)
Colx sex
Determine the Signs of mine
Coefficients of Pole Signs
of Coefficients
of Polynom 4:15
= -(0xx (sex-√(sex (@CX-1) dx
=-COAXCSCX-/CSC²x dx +/cs cx dx
=> 2 / c²c²x dx = -colxcsex + √(sex dx
cx
Jestar(corresix+ In IS(X=cola

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