AnnikahI535779 AnnikahI535779
  • 03-11-2022
  • Mathematics
contestada

Find the greatest common factor of the following terms. 20x^5,80x^6, and 30x

Respuesta :

JuliaW258936 JuliaW258936
  • 03-11-2022

Answer:

10x

Explanation:

Given the terms: 20x⁵, 80x⁶, and 30x

In order to find the greatest common factor, express each of the terms as a product of its factors.

[tex]\begin{gathered} 20x^5=10x\times2x^4 \\ 80x^6=10x\times8x^5 \\ 30x=10x\times3 \end{gathered}[/tex]

Observing the three products, 10x is the only common factor,

Therefore, the greatest common factor is 10x.

Answer Link

Otras preguntas

Bromine atoms usually end up with how many valence electrons?
How was the tiger trapped? Change into active voice
The subject is the following sentence: according to this article, the electric chair was invented by a dentist?
The difference between apical and peripheral pulse rates that results from decreased cardiac output when the atria fail to contract is known? as:
True or false all squares have four congruent sides .since rectangles are squares all rectangles have four congruent sides
the opposite of 210 over 70
Use base ten blocks to find 182 divided by 14. Describe the steps you took to find your answer
Did Romeo cheat on Juliet?
Lynching photographs indicate: 1)A festive mood 2)Grief 3)Police presence 4)None of the above
The two most significant innovations in building design introduced by the romans were the ____, which made construction of the pantheon possible.