3х=1+1/3+3/5
3х=29/15
х=29/45
<span><u> 36 </u> + <u> 88 </u> - <u> 4 </u> =
</span>5 - √7 <span>7+√ 5</span> √7 +√5
= <u> </u><u> 36(5 + </u><span><u>√7) </u> + <u> 88</u></span><span><u>(7-√ 5) </u> - <u> 4</u></span><span><u>(√7- √5) </u> =
</span> (5 - √7) (5+ √7) (7+√ 5)(7-√ 5) (√7 +√5)(√7- √5)
= <u> </u><u> 36(5 + </u><span><u>√7) </u> + <u> 88</u></span><span><u>(7-√ 5) </u> - <u> 4</u></span><span><u>(√7- √5) </u> =
</span> 5² - √7² 7² -√ 5² √7² - √5²
= <u> </u><u> 36(5 + </u><span><u>√7) </u> + <u> 88</u></span><span><u>(7-√ 5) </u> - <u> 4</u></span><span><u>(√7- √5) </u> =
</span> 25 - 7 49 - 5 7 - 5
= <u> </u><u> 36(5 + </u><span><u>√7) </u> + <u> 88</u></span><span><u>(7-√ 5) </u> - <u> 4</u></span><span><u>(√7- √5) </u> =
</span> 18 44 2
= <u> </u><u>2(5 + </u><span><u>√7) </u> + <u> 2</u></span><span><u>(7-√ 5) </u> - <u> 2 </u></span><span><u>(√7- √5) </u> =
</span> 1 1 1
= 2(5 + <span>√7) + 2</span><span>(7-√ 5) - 2 </span>(√7- √5) =
= 10 + 2√7 + 14 - 2√ 5 - 2<span>√7 + 2√5 = </span>10 + 14 = 24
A=2, b=3, c=-5
D=b^2-4ac
D=3^2-4*2*(-5)=9+40=49
X1, 2=b+-кореньD/2a
X1=3+7/2*2=10/4=2 1/2
X2=3-7/2*2=-4/4=-1
Ответ:X1=2 1/2
X2=-1
Окееееей:
a) cos (135) = cos(90 + 45) = cos (90) * cos (45) - sin (90) * sin (45) = - sin(45) = - sqrt(2)/2
б) sin (-75) = sin (-30 - 45) = sin (-30) * cos (45) - sin (45) * cos (-30) = -1/2 * sqrt(2)/2 - sqrt(2)/2 * sqrt(3)/2 = -sqrt(2)/4 - sqrt(6)/4 = -1/4 * (sqrt(6) + sqrt(2)
Пуф-пуф.
а) cos (47) * cos (13) - sin (47) * sin (13) = cos (60) = 1/2
б) sin (12.20) * cos (47.40) + cos(12.20) + sin (47.40) = sin (60) = sqrt(3)/2
AB=CB-по условию⇒<BAK=<BCM и <BKA=<BMC-по условию⇒<ABK=<CBM⇒
ΔABK=ΔCBM по стороне и 2 прилежащим углам⇒BK=BM