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To determine the number of terms in this expression, we must first know what a term is.
A term is a part of a polynomial that is added to another part of a polynomial.
For example, in the expression x + y - z ,
x is a term, y is a term, and -z is a term
In the expression 6 + 3x, there are two terms: 6 and 3x

Answered by nashty | 2024-06-10

To determine the number of terms in the algebraic expression 6 + 3x, we have to identify the individual terms that are separated by addition (+) or subtraction (−) signs. An algebraic term is a product of numbers, variables, or both, often separated from other terms by a plus or minus sign. In the expression 6 + 3x:

The first term is the constant "6". A constant term does not contain any variables and remains the same in value.
The second term is "3x", which is a variable term. In this term, "3" is the coefficient, which means it's multiplied by the variable "x". So we can see that there are 2 distinct terms in the given expression. Therefore, the number of terms in the expression 6 + 3x is 2.

Answered by JorjaFox | 2024-06-24

The expression 6 + 3 x contains 2 terms: 6 and 3 x . A term is defined as a part of an expression separated by plus or minus signs. In this case, the terms are one constant and one variable term multiplied by a constant.
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Answered by nashty | 2024-10-12

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Answered by agungkrishna79 | 2025-08-19