А) <span>7x - 12>> 13x. 7х-13х>>12. -6х>>12. х<<-2
1-4х>13. 1-13>4х. -12>4х. х>-3
в) </span><span>5у < 2y +9. 5у-2у<9. 3у<9. у<3
</span><span> 8-2y>10. -2y>10-8. -2y>2. y<-1
д) 6</span><span>y - 1 < 3y + 14. 6у-3у<14+1. 3y<15. y<5
</span><span>8 - y > 3y. -y-3y>-8. -4y>-8. y<2.
ж) </span><span>3z + 2 >> 7 + 4z. 3z-4z>>7-2. -z>>5. z<<-5
</span>4z - 1 < 2z + 7. 4z-2z<7+1. 2z<<8. z<<4
Третья сторона по теореме косинусов √(3²+8²-2·3·8·0,5) =√( 9+64-24 )= 7
Периметр: 3 + 7 + 8 = 18,
1.
a0<span> = 1 (</span>a<span> ≠ 0)</span>
2.
a1<span> = </span>a
3.
<span>an</span><span> · </span><span>am</span><span> = </span>a<span>n + m</span>
4. (
<span>an</span>)m<span> = </span><span>anm</span>
5.
<span>an</span><span>bn</span><span> = (</span>ab)n
<span><span><span>6. <span>a-n</span> = </span>1</span><span>an</span></span>
<span><span>7. <span>an</span><span> = <span>an - m</span></span></span><span>am</span></span>
8.
a<span>1/n</span><span> = </span>n√<span>a</span>
3,5*(2 ¹/₇ - 1¹/₅) =
=3,5*(¹⁵/₇ - ⁶/₅)=
=<u>35 </u>* (<u>15*5-6*7</u>) =
10 35
=<u>33 </u>= 3,3
10
1 а) -2+3=1
б) log₂ 2/(2/7)=log₂ 7.
в) 2/2^(log₂ 5)=2/5=0,4.