The maximum value of terms independent of t in the expansion of (tx^1/5 +(1-x)⅒/t)¹⁰ where x€(0 1)

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If the maximum value of the term independent of t in the expansion 15 1 of t²x5 + (1-x)10 t ,x ≥ 0 If the maximum value of the term independent of t in the expansion 15 1 of t²x5 + (1-x)10 t ,x ≥ 0
Maximum value of term independent of t in the expansion of (tx +(1 - x)^1/10/t)^15 is k, then 8k is Maximum value of term independent of t in the expansion of (tx +(1 - x)^1/10/t)^15 is k, then 8k is
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