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Q.The number of integral solutions of x+y+z+w=30x + y + z + w = 30 with x5,y4,z3,w2x \ge 5, y \ge 4, z \ge 3, w \ge 2 is

a
(233)\binom{23}{3}
b
(243)\binom{24}{3}
c
(253)\binom{25}{3}
d
(263)\binom{26}{3}

Correct Answer: Option C

The correct solution involves applying the fundamental concept to derive the final value step by step...

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