Connect with us

What Is The Greatest Common Factor Of 42a5b3, 35a3b4, And 42ab4?

we are going to share “what is the greatest common factor of \( 42a^5b^3, \;35a^3b^4, \; and \;42ab^4 \)” as well as process to find the greatest common factors of \( 42a^5b^3, \;35a^3b^4, \; and \;42ab^4 \). you should check one by one step for proper understanding and better calculation of GCF \( 42a^5b^3, \;35a^3b^4, \; and \;42ab^4 \).  first of all, we need to find out the factors of these number which is mention in the question.

Factors of  \( 42a^5b^3 = 1, 2, 3, 6, 7, 21, 42, and \; a^5b^3 \)

Factors of \( 35a^3b^4 = 1, 5, 7, 35, and \; a^3b^4 \)

Factors of \( 42ab^4 = 1, 2, 3, 6, 7, 21, 42, and \; ab^4 \)

therefore the Greatest common factor of  \( 42a^5b^3, \;35a^3b^4, \; and \;42ab^4 \) is \( 7 ab^3 \)

if you have any doubt regarding the greatest common factor of \( 42a^5b^3, \;35a^3b^4, \; and \;42ab^4 \). please let me know through mail or social media.

Continue Reading
Advertisement