Let α=∑k=1∞sin2kπ6.Let g: [0, 1] → r be the function defined byg(x)=2&al....

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Let Ξ±=βˆžβˆ‘k=1 sin^2k(Ο€/6). Let g : [0,1] β†’ R be the function defined by g(x) = 2^𝛼x + 2^𝛼(1-x).Then Let Ξ±=βˆžβˆ‘k=1 sin^2k(Ο€/6). Let g : [0,1] β†’ R be the function defined by g(x) = 2^𝛼x + 2^𝛼(1-x).Then
Let Ξ± = sin^2k (Ο€/6). Let g : [0,1] β†’ R be the function defined by g(x) =2^Ξ±x+2^(Ξ±(1-x)).Then,which Let Ξ± = sin^2k (Ο€/6). Let g : [0,1] β†’ R be the function defined by g(x) =2^Ξ±x+2^(Ξ±(1-x)).Then,which
Q) Let 𝑓:𝑅={0}→ℝ be a function such that 𝑓(π‘₯)=6𝑓(1/π‘₯)=35/3π‘₯βˆ’5/2, If the lim(π‘₯β†’0)β€Š(1/𝛼π‘₯+𝑓(π‘₯))=𝛽; Q) Let 𝑓:𝑅={0}→ℝ be a function such that 𝑓(π‘₯)=6𝑓(1/π‘₯)=35/3π‘₯βˆ’5/2, If the lim(π‘₯β†’0)β€Š(1/𝛼π‘₯+𝑓(π‘₯))=𝛽;
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Let alpha= sum k=0 ^ n ( (^ n C k )^ 2 k + 1 ) and beta= sum k=0 ^ n-1 ( n/C_{k} ^ || Let Let alpha= sum k=0 ^ n ( (^ n C k )^ 2 k + 1 ) and beta= sum k=0 ^ n-1 ( n/C_{k} ^ || Let's IQRA JEE