Asked by tiara
cot^5 x = cot x/sec^4 x - 2 sec^2 x +1
Answers
Answered by
Reiny
I tested for x = 10°
LS = cot^5 10° = 5866.87
RS = 4.27
LS ≠ RS
The way you typed it , the equation is NOT an identity
LS = cot^5 10° = 5866.87
RS = 4.27
LS ≠ RS
The way you typed it , the equation is NOT an identity
Answered by
Steve
A good example of why we need to use parentheses.
Noticing that
sec^4 x - 2 sec^2 x +1 is a perfect square, let's try
RS:
cot x/(sec^4 x - 2 sec^2 x +1)
cot x/(sec^2 x - 1)^2
cot x/(tan^2 x)^2
cot x/tan^4 x
cot^5 x
= LS
Noticing that
sec^4 x - 2 sec^2 x +1 is a perfect square, let's try
RS:
cot x/(sec^4 x - 2 sec^2 x +1)
cot x/(sec^2 x - 1)^2
cot x/(tan^2 x)^2
cot x/tan^4 x
cot^5 x
= LS
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