Answer:
Simplification of [tex](-2a^4b)(5a^4b^3)[/tex] is:
[tex]-10a^8b^4[/tex]
Step-by-step explanation:
We have to simplify:
[tex](-2a^4b)(5a^4b^3)[/tex]
On combining the like terms, we get
[tex]-2\times 5\times a^4\times a^4\times b\times b^3[/tex]
= [tex]-10\times a^{4+4}\times b^{1+3}[/tex]
= [tex]-10a^8b^4[/tex]
Hence, simplification of [tex](-2a^4b)(5a^4b^3)[/tex] is:
[tex]-10a^8b^4[/tex]
