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1

Find the sum of the series 4+42+43+....4100+4.4101


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2

sin1x+sin1y+sin1z=3π2, then the value of x100+y100+z1009x101+y101+z101=


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3

Xem thêm: cach len do thresh


Coefficient of x100in1+(1+x)+(1+x)2+(1+x)3(1+x)n is 201C101,(n>100) then n = 


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4

(1×103)+(2×102)+(3×101)+(4×100)+(2×101)+(3×102) =


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Let Sn=1+q+q2++qn and Tn=1+(q+12)+(q+12)2++(q+12)n where q is a real number and q1. If 101C1+101C2S1++ 101C101S100=α T100, then α is equal vĩ đại :

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