Запишите в виде степени с основанием b выражения 1) (b2) 3;
2) (b3)2;
3) (b4)3;
4)(b2)4
1) (b5)2 • b3;
2) b• (b3)4;
3) b8 • (b10)3
4) b6 • (b4)8
5) (b7)5 • b;
6) (b11)4 • b10,
7) (b5)10 : b31;
8) b43 : (b9)4;
9) (b6)12 • b59,
10) b100 : (b5)4;
11) (b17)5 • b81;
12) b79 • (b13)6.
1) (b²)³ =b⁶
2) (b³) =b⁶
3) (b⁴)³ = b¹²
4) (b²)⁴ = b⁸
1) (b⁵)² • b³ = b¹⁰⁺³ = b¹³
2) b• (b³)⁴ = b¹⁺¹² = b ¹³
3)![b^8*(b^{10} )^3= b^{8+30}=b^{38}](/tpl/images/1376/3760/af267.png)
4)![b^6*(b^4)^8=b^{6+32}=b^{38}](/tpl/images/1376/3760/94f81.png)
5)![(b^7)^5*b=b^{7*5+1}=b^{36}](/tpl/images/1376/3760/b3105.png)
6)![(b^{11} )^4 * b^{10}=b^{44+10}=b^{54}](/tpl/images/1376/3760/e8c47.png)
7)![(b^5)^{10} : b^{31}=b^{50-31}=b^{19}](/tpl/images/1376/3760/dc483.png)
8)![b^{43} : (b^9)^4=b^{43-36}=b^7](/tpl/images/1376/3760/11c19.png)
9)![(b^6)^{12}* b^{59}=b^{72+59}=b^{131}](/tpl/images/1376/3760/e7f7b.png)
10)![b^{100} : (b^5)^4=b^{100-20}=b^{80}](/tpl/images/1376/3760/5565c.png)
11)![(b^{17})^5*b^{81}=b^{85+81}=b^{166}](/tpl/images/1376/3760/9907b.png)
12)![b^{79}* (b^{13})^6=b^{79+78}=b^{157}](/tpl/images/1376/3760/3da4f.png)