The degree of the term a3b2c4d2 is ___________ - Mathematics

The degree of the term a³b²c⁴d² is ___________

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The degree of the term a³b²c⁴d² is 11

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Degree of Expressions

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Chapter 3: Algebra - Exercise 3.3 [Page 61]

Chapter 3 Algebra
Exercise 3.3 | Q 1. (i) | Page 61

Any integer can be the degree of the expression

Find the degree of the following terms.

5x²

Find the degree of the following terms.

Find the degree of the following expression.

x³ – 1

Find the degree of the following expression.

5 – 9y + 15y² – 6y³

Simplify and find the degree of the following expression.

10x² – 3xy + 9y² – (3x² – 6xy – 3y²)

Simplify and find the degree of the following expression.

9a⁴ – 6a³ – 6a⁴ – 3a² + 7a³ + 5a²

The degree of 6x⁷ – 7x³ + 4 is

If X = 5x² + 7x + 8 and Y = 4x² – 7x + 3, then find the degree of X + Y

The two adjacent sides of a rectangle are 2x² – 5xy + 3z² and 4xy – x² – z². Find the perimeter and the degree of the expression