If 1+(1/X) = 2Cospi/4 , then what is the value of X^12 ?
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Answered by
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hey mate
given here
1+(1/X) = 2Cos (π/4)
find here
x¹²=?
so
=>1+(1/X) = 2Cos (π/4)
we know that
cos π/4= 1/√2
then,
=>1+(1/x)= 2× 1/√2
=>1/x = √2 -1
=>x= 1/(√2-1)
=>x= (√2+1)/(√2+1)(√2-1)
=>x=(√2+1)/(2-1)
=>x=(√2+1)
put value √2=1.414
so,
=> x = 1.414 + 1
= 2.414
I hopes its help's u.
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@abhi.❤❤
bibhu1341818:
What if the given condition is X+(1/X)=2cospi/4
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0
Answer:
nice ❤️❤️❤️❤️❤️❤️❤️❤️❤️❤️
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