The Solution:
Given:
Required:
Simplify the given expression.
[tex](5.6kj^8)(-3.25k^9)(\frac{1}{4}k^7j^{12})=(5.6\times-3.25\times\frac{1}{4})(k\times k^9\times k^7\times j^8\times j^{12}[/tex]
Applying the rule of exponent, we get:
[tex]=(5.6\times-3.25\times\frac{1}{4})(k\times k^9\times k^7\times j^8\times j^{12}=-4.55\times k^{(1+9+7)}\times j^{(8+12)}[/tex][tex]=-4.55\times k^{(1+9+7)}\times j^{(8+12)}=-4.55\times k^{17}\times j^{20}=-4.55j^{20}k^{17}[/tex]
Answer:
[tex]\begin{equation*} -4.55j^{20}k^{17} \end{equation*}[/tex]
