Therefore, the resultant value for the expression b 3 + 3b is b Here, the first term is b 3 and the second term is 3bīy comparing the above two terms, we can observe the greatest common factor and that is b Therefore, the resultant value for the expression 7a – 14 is 7 Here, the first term is 7a and the second term is 14īy comparing the above two terms, we can observe the greatest common factor and that is 7 Therefore, the resultant value for the expression 3x + 21 is 3 Now, factor out the greatest common factor from the expression Here, the first term is 3x and the second term is 21īy comparing the above two terms, we can observe the greatest common factor and that is 3 How to do Factorisation when a Binomial is a Common Factor? Have a look at the Factorization Worksheets if you want to get a complete grip on the entire factorization concept. Therefore, students can practice and get good scores easily by practicing all the methods available in the Binomial Factorization Worksheets. Most of the questions given in this Common Binomial Factor Worksheet impose in the exam. Solve all the questions available in the Factoring Binomials Worksheets and cross-check answers to test your preparation level. Do you feel difficult to solve factorization problems when Binomial is a Common Factor? Don’t worry!! We have given a Worksheet on Factoring Binomials for your practice.
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