Which of the following is/are true about like terms?

Terms having same number of variables

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Terms having same variables raise to the same power

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Terms having same coefficients.

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Terms having same coefficients and variables

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Solution

The correct option is B
Terms having same variables raise to the same power

Like terms are the terms that contain same variables raised to the same power, but the coefficients can be different. For example $5 a^{2} b^{3}$ and $\frac{1}{3} a^{2} b^{3}$ are like terms.

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Similar questions

Like terms are the terms that contain same variables, same exponents of variables and same coefficients.

Like terms have the same variables and the same exponents.

If two given terms have the same variables and powers, but differ only in their numerical coefficient, then these two given terms are called unlike terms.

Q. Identify the unlike terms which have different variables with the same exponents?

Q. If two or more algebraic terms have the same unknown variables, they can be treated as like terms, regardless of their exponents.

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Which of the following is/are true about like terms?

The correct option is B Terms having same variables raise to the same power Like terms are the terms that contain same variables raised to the same power, but the coefficients can be different. For example 5a2b3 and 13a2b3 are like terms.

The correct option is B
Terms having same variables raise to the same power

Like terms are the terms that contain same variables raised to the same power, but the coefficients can be different. For example $5 a^{2} b^{3}$ and $\frac{1}{3} a^{2} b^{3}$ are like terms.