
How do you write the algebraic expression: 10 less than x?
Answer
470.1k+ views
Hint: The given problem statement is pretty easy and it can be solved with few steps. An algebraic expression is an expression that contains numbers, operations, and one or more variables. Less than means to subtract the value by 10.
Complete Step by Step Solution:
An expression that contains numbers, operations, and one or more variables is known as an Algebraic expression.
The numerical factor of a term that contains a variable is known as a coefficient.
A symbol (or letter) that represents one or more elements is called variables.
A term with no variable is called constant.
Now, we have to write an algebraic expression for 10 less than a variable x. Here x is a variable using which the algebraic expression is formed.
Less than means to subtract the value by 10. So, for 10 less than a variable x, we have to subtract 10 from x.
The algebraic expression is .
Note:
In this type of problem statement we need to understand the words that are being used. Similarly, for a value more than x can be obtained by adding that particular value to x, and also an algebraic expression may or may not have a constant.
Complete Step by Step Solution:
An expression that contains numbers, operations, and one or more variables is known as an Algebraic expression.
The numerical factor of a term that contains a variable is known as a coefficient.
A symbol (or letter) that represents one or more elements is called variables.
A term with no variable is called constant.
Now, we have to write an algebraic expression for 10 less than a variable x. Here x is a variable using which the algebraic expression is formed.
Less than means to subtract the value by 10. So, for 10 less than a variable x, we have to subtract 10 from x.
Note:
In this type of problem statement we need to understand the words that are being used. Similarly, for a value more than x can be obtained by adding that particular value to x, and also an algebraic expression may or may not have a constant.
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