\( x^3\cdot y^4\cdot x^4\cdot z^6\cdot x^{3+y}= \)
\( x\cdot y\cdot z^6 \)
\( x^{10+y}\cdot y^4\cdot z^6 \)
\( y^3\times x^4(xyz)^2\times(y^x)^y= \)
\( x^6y^5z^2 \)
\( x^6y^{5+xy}z^2 \)
\( \frac{a^bb^a}{c^b}\cdot b^{-c}\cdot\frac{1}{a}=\text{?} \)
\( \frac{1}{a^{1-b}b^{c-a}c^b} \)
\( 1 \)
x3⋅y4⋅x4⋅z6⋅x3+y= x^3\cdot y^4\cdot x^4\cdot z^6\cdot x^{3+y}= x3⋅y4⋅x4⋅z6⋅x3+y=
x10+y⋅y4⋅z6 x^{10+y}\cdot y^4\cdot z^6 x10+y⋅y4⋅z6
y3×x4(xyz)2×(yx)y= y^3\times x^4(xyz)^2\times(y^x)^y= y3×x4(xyz)2×(yx)y=
x6y5+xyz2 x^6y^{5+xy}z^2 x6y5+xyz2
abbacb⋅b−c⋅1a=? \frac{a^bb^a}{c^b}\cdot b^{-c}\cdot\frac{1}{a}=\text{?} cbabba⋅b−c⋅a1=?
1a1−bbc−acb \frac{1}{a^{1-b}b^{c-a}c^b} a1−bbc−acb1