\(a,3^6\cdot3^7=3^{6+7}=3^{13}\)
\(b,5\cdot5^4\cdot5^2\cdot5^5=5^{1+4+2+5}=5^{12}\)
\(c,a^4\cdot a^5\cdot a^{10}=a^{4+5+10}=a^{19}\)
\(d,x^{10}\cdot x^4\cdot x=x^{10+4+1}=x^{15}\)
\(e,3\cdot3\cdot3\cdot9=3^3\cdot3^2=3^5\)
\(f,a^2\cdot a\cdot a\cdot a\cdot a\cdot a\cdot a=a^{2+1+1+1+1+1+1}=a^8\)
a: 3^6*3^7=3^13
b: \(=5^{1+4+2+5}=5^{11}\)
c: \(=a^{4+5+10}=a^{19}\)
d: \(=x^{10+4+1}=x^{15}\)
e: \(=3^3\cdot3^2=3^5\)
f: \(=a^2\cdot a^6=a^8\)