If 20C,+ (22) 20C2+ (32) 20C3 + ordered pair (A, B) is equal to: | Let's IQRA JEE

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If 20c1+(2²)20C2+(3²)20C3+...+(20²)20C20=A(2^b) then the ordered pair (A,b) is equal to If 20c1+(2²)20C2+(3²)20C3+...+(20²)20C20=A(2^b) then the ordered pair (A,b) is equal to
f 20C1 + (22) 20C2 + (32) 20C3 +…+ (202) 20C20 =A(2β), then the ordered pair (A, β) is equa#jee2024 f 20C1 + (22) 20C2 + (32) 20C3 +…+ (202) 20C20 =A(2β), then the ordered pair (A, β) is equa#jee2024
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