同底数幂相乘底数不变,指数相加
c×c^11=c^(1+11)
=c^12
10^4×10²×10=10^(4+2+1)
=10^7
(-b)³×(-b)²=(-b)^(3+2)
=(-b)^5
=(-1×b)^5
=(-1)^5×b^5
=-b^5
-b³×b²=-1×b³×b²
=-1×b^(3+2)
=-b^5
x^(m-1)×x^(m+1)=x^(m-1+m+1)
=x^2m
a×a³×a^n=a^(1+3+n)
=a^(n+4)
同底数幂相乘底数不变,指数相加
c×c^11=c^(1+11)
=c^12
10^4×10²×10=10^(4+2+1)
=10^7
(-b)³×(-b)²=(-b)^(3+2)
=(-b)^5
=(-1×b)^5
=(-1)^5×b^5
=-b^5
-b³×b²=-1×b³×b²
=-1×b^(3+2)
=-b^5
x^(m-1)×x^(m+1)=x^(m-1+m+1)
=x^2m
a×a³×a^n=a^(1+3+n)
=a^(n+4)