From the term box 3x^2y, 4xy^2, 2x^2y, 5xy, 7yx^2, 4y^2x, the terms are sorted into groups of like terms. What is the SUM of the coefficients of the largest group of like terms?

Question

Accepted Answer

12. x^2y-group: 3x^2y, 2x^2y, 7yx^2(=7x^2y) -> coefficients 3+2+7 = 12 (3 terms). xy^2-group: 4xy^2, 4y^2x(=4xy^2) -> 2 terms. xy: 5xy alone. Largest group is the x^2y-group; sum of its coefficients = 12.

From the term box { $3 x^{2} y, 4 x y^{2}, 2 x^{2} y, 5 x y, 7 y x^{2}, 4 y^{2} x$ }, the terms are sorted into groups of like terms.
What is the SUM of the coefficients of the largest group of like terms?

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More Class 7 Like and Unlike Terms practice

From the term box {3x2y,4xy2,2x2y,5xy,7yx2,4y2x}, the terms are sorted into groups of like terms.What is the SUM of the coefficients of the largest group of like terms?

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 7 Like and Unlike Terms practice

From the term box { $3 x^{2} y, 4 x y^{2}, 2 x^{2} y, 5 x y, 7 y x^{2}, 4 y^{2} x$ }, the terms are sorted into groups of like terms.
What is the SUM of the coefficients of the largest group of like terms?