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Factor The Gcf From 96X2 + 88X. Use The Drop-Down Menus To Complete The Statements. The Gcf Of 96X2 And 88X Is . Each Term Written As A Product, Where One Factor Is The Gcf, Is . The Factored Form Of The Expression Is. We can rewrite each term as product below: Find the gcf of the coefficients:
The gcf of 96x^2 and 88x is. Factor the gcf from 96x^2+88x. Each term written as a produ 4x ere one factor is the gcf, is ( v 8x.
To find the greatest common factor (gcf) of \ (96x^2\) and \ (88x\), we need to find the largest number that divides both coefficients (96 and 88) and the highest power of \ (x\). Identify the gcf of the coefficients. The gcf of 96x^2 and 88x is.
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8x (12x) and 8x (11). The gcf of 96x^2 and 88x is | 8x each term written as a product, where one factor is the gcf, is. We can rewrite each term as product below:
The factored form of the expression is 8x(12x + 11). Find the gcf of the coefficients: => gcf of 96 and 88 = 2^3 = 8 2) determine the gcf of the letters, x^2 and x => x 3) conclude the gcf of the terms is 8x 4) now you can factor the expression by dividing each term by the.
Factor the gcf from 96x^2+88x. The gcf of 96x² and 88x is 8x. We can see that the greatest common factor (gcf) for both the terms is :
