The value of 9 integral 0 to 9 [√(10x/(x+1))] dx, where [t] denotes the greatest integer less than

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Q) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integerQ) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integer
value of 9 integration from 0to9 [sqrt(10x/x+1)]dx,where[t] denotes greatest integer less than or =value of 9 integration from 0to9 [sqrt(10x/x+1)]dx,where[t] denotes greatest integer less than or =
Q) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integerQ) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integer
The value 9 ∫ [√10x/x+1] dx, where [t] denotes the greatest integers less than or equal to t, isThe value 9 ∫ [√10x/x+1] dx, where [t] denotes the greatest integers less than or equal to t, is
Q) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integerQ) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integer
Q) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integerQ) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integer
Q) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integerQ) The value of 9 integration (o to 9) [√(10x /(x + 1 ) ] dx, where[t] denotes the greatest integer
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