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An expression for half of a number can be represented mathematically as ( \frac{x}{2} ), where ( x ) is the original number. This indicates that the number is being divided by 2, resulting in its half. For example, if the number is 10, half of it would be ( \frac{10}{2} = 5 ).
What else can I help you with?
What is the algebraic expression of half a number?
1/2 n
What is the algebraic expression for half a number plus 7?
24 85
What is the algebraic expression for half the sum of a variable c and a number 4?
(c+4)/2
What is Five more than half of some number in algebraic expression?
It is n/2 + 5
What is a half a number added to 12?
Let the number be x and so the expression is: 12+x/2
What is the algebraic expression for half the number of players?
[Number of players]/2
What is half of a number in variable expression?
x/2
What is the algebraic expression of half a number?
1/2 n
What is the algebraic expression for 8 more than half a number?
The algebraic expression for "8 more than half a number" can be represented as ( \frac{x}{2} + 8 ), where ( x ) represents the unknown number. This expression first calculates half of the number by dividing it by 2, then adds 8 to the result.
What is the algebraic expression for half a number plus 7?
24 85
What is the algebraic expression for half a number less then 32?
32 - n/2
How do you write four more than half a number as a variable expression?
n/2 + 4
What is Five more than half of some number in algebraic expression?
It is n/2 + 5
What is the algebraic expression for half the sum of a variable c and a number 4?
(c+4)/2
What is a half a number added to 12?
Let the number be x and so the expression is: 12+x/2
A number or expression that can be multiplied to get another number or expression is called?
A number or expression that can be multiplied to get another number or expression is called a factor.
How do you say one-half a number equals 5 in algebraic expression?
If I have understood your question correctly, I think the answer should be: 0.5x = 5, where x is the "number".
