2*16ⁿ+2ⁿ*8ⁿ+2⁴ⁿ= 2*2⁴ⁿ+2ⁿ*2³ⁿ+2⁴ⁿ= 2*2⁴ⁿ+2ⁿ⁺³ⁿ+2⁴ⁿ =2*2⁴ⁿ+2⁴ⁿ+2⁴ⁿ =2⁴ⁿ*(2+1+1)=
= 2⁴ⁿ* 4=2⁴ⁿ* 2²=2⁴ⁿ⁺²
16(sin³x+cos³x)=16•(sinx+cosx)•(sin²x-sinxcosx+cos²x)=
=16•0.5•(1- sinxcosx)=8•(1- sinxcosx)=(sinx+cosx)²=sin²x+2sinxcosx+cos²x=1+2sinxcosx=0.5² = sinxcosx=
=(0.25-1)/2=-0.375<span>=8•(1+0.375)=11.</span>