for what real values of x is the equation 2cos theta= x+1/x possible?
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Answer:
Given equation is cosθ=x+
x
1
⇒x
2
−xcosθ+1=0
For real values of x,b
2
>4ac
∵a=1,b=−cosθ,c=1
∴cos
2
θ>4(1)(1)⇒∣cosθ∣>2
Which is not possible as ∣cosθ∣≤1
∴ No real value of θ is possible.
Step-by-step explanation:
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