(1/a4)^2a-7=(1/a4)^2a*(a4)^7=
(1/a^2a*16^a)*16384*a^7=
1/a^2a*16^a*16384*a^7=
a^7/a^2*a^a*16^a*16384=
a^5*a^a*16^a*16384=
a^5a*16^a*16384
тогда а в 5a
Пусть а¹/²=t ⇒
((t+2)/(t²+2t+1)-(t-2)/(t²-1))*(t+1)/t=((t+2)/(t+1)²-(t-2)/((t+1)(t-1)))*(t+1)/t=
=((t+2)(t-1)-(t-2)(t+1))/((t+1)²(t-1))*(t+1)/t=(t²+t-2-t²+t+2)/((t+1)²(t-1))*(t+1)/t=
=(2t/(t+1)²(t-1))*(t+1)/t=2t*(t+1)/((t*(t+1)²(t-1))=2/((t+1)(t-1))=2/(t²-1)=
=2/((a¹/²)²-1)=2/(a-1).
4)√(8) × √(2) / √(128) = <span>0,35355339059
3)</span>√(6) + 2 / √(6) − 2 − 2 × √(6)= <span>−3,63299316186
</span>2)√(7) − 3 / √(7) + 3= 4,51185789204<span>∞
</span>1)(√(5) − 2)^2= <span>0,05572809</span>