57xy223 the coefficient of xy2 is 5723- Explain the given statement

Coefficient of any term is defined as the constant multiplied with it.In the term 57xy^22^3 the constant #160; =572^3 Therefore, the coefficient of ...

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Standard VII

Mathematics

Addition and Subtraction of Algebraic Expressions

57xy223 the c...

Question

$\frac{5}{7} x y^{2} 2^{3}$ the coefficient of $x y^{2}$ is $\frac{5}{7} 2^{3}$ . Explain the given statement

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Solution

Coefficient of any term is defined as the constant multiplied with it.
In the term $\frac{5}{7} x y^{2} 2^{3}$ the constant $= \frac{5}{7} 2^{3}$
Therefore, the coefficient of $x y^{2}$ $= \frac{5}{7} 2^{3}$

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57xy223 the coefficient of xy2 is 5723. Explain the given statement

Coefficient of any term is defined as the constant multiplied with it.In the term 57xy223 the constant =5723Therefore, the coefficient of xy2 =5723

$\frac{5}{7} x y^{2} 2^{3}$ the coefficient of $x y^{2}$ is $\frac{5}{7} 2^{3}$ . Explain the given statement

Coefficient of any term is defined as the constant multiplied with it.
In the term $\frac{5}{7} x y^{2} 2^{3}$ the constant $= \frac{5}{7} 2^{3}$
Therefore, the coefficient of $x y^{2}$ $= \frac{5}{7} 2^{3}$