100^10=(10^2)^10=10^20
10^20/10=10^19 слагаемых
1) 220/128 + 350/256 = 220/128 + 175/128 = 395/128 = 3 11/128
2) 300/15 + 691/4 = 20 + 170 + 11/4 = 192 3/4
3) 111/40 + 561/6 = 2 31/40 + 93 3/6 = 95 31/40 + 20/40 = 95 51/40 = 96 11/40
4) 35/38 + 83/81 = (35*81+38*83)/(38*81) = 5989/3078 = 1 2911/3078
<span>1. Представьте в виде квадрата двучлена трехчлены:
1) z² + 1,4z + 0,49=(z+0,7)</span>²<span>
2) 2,25 - 3x + x²=(1,5-x)</span>²<span>
3) 3,61 + 3,8d + d²=(1,9+d)</span>²<span>
2. Упростите выражения:
1) (m + 8)² - (m - 2n) ⋅ (m + 2n)=m</span>²+16m+64-m²+4n²=16m+64+4n²<span>
2) (n + 15)² - n ⋅ (n - 19)=n</span>²+30n+225-n²+19n=49n+225<span>
3) (6 - 5m) ⋅ (5m + 6) + (5m - 4)²=36-25m</span>²<span>+25m</span>²-40m+16=52-40m
<span> (2√3+1)(2√3-1)
используя (a-b)(a+b)=a^2-b^2 упростим
(2</span>√3)^2-1^2
4*3-1
12-1
11
Ответ:11