Look at four terms: 3x^2y, 3xy^2, 3x^2y^2, 3xy. How many DIFFERENT groups of like terms do these form? (Two terms are in the same group only if they are like terms.)

Question

Accepted Answer

4. Each term has a different variable part (x^2y, xy^2, x^2y^2, xy). No two are like terms, so there are 4 separate groups.

Look at four terms: $3 x^{2} y, 3 x y^{2}, 3 x^{2} y^{2}, 3 x y$ .
How many DIFFERENT groups of like terms do these form?
(Two terms are in the same group only if they are like terms.)

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More Class 7 Like and Unlike Terms practice

Look at four terms: 3x2y,3xy2,3x2y2,3xy.How many DIFFERENT groups of like terms do these form?(Two terms are in the same group only if they are like terms.)

Step-by-Step Solution

Master this chapter in 30 minutes a day.

More Class 7 Like and Unlike Terms practice

Look at four terms: $3 x^{2} y, 3 x y^{2}, 3 x^{2} y^{2}, 3 x y$ .
How many DIFFERENT groups of like terms do these form?
(Two terms are in the same group only if they are like terms.)