-8<b<0
To write "25 less than a number" as an algebraic expression, you would represent the unknown number as a variable, such as "x." Therefore, the algebraic expression would be written as "x - 25." This expression indicates that you are subtracting 25 from the unknown number represented by "x."
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3 - k
No because -10 is less than -1
x - 10
4n-5 (Which is four times a number minus 5)
In algebra mathematical symbols are used to compare multiple quantities. The symbols are < and > which represent greater or less than depending on expression and = for equivalent. Another symbol of quantity comparison is less/greater than or equal to.
They mean that the expression to the left of the sign is greater than or less than (as appropriate) the expression to the right of the sign.
Well, isn't that just a happy little question! To find 12 less than g in algebra, you simply write it as g - 12. See how we gently subtract 12 from g, creating a beautiful expression that captures the essence of mathematical harmony. Just remember, in the world of algebra, there are no mistakes, only opportunities to learn and grow.
You write it as5nNothing more, nothing less.
Subject: Algebra Topic: Expression Evaluation Step 1: Let the number be represented by the variable ( x ). Step 2: Write the expression for "a square of a number": ( x^2 ). Step 3: Write the expression for "3 less than a square of a number": ( x^2 - 3 ). Step 4: Provide the final answer: The expression representing "3 less than a square of a number" is ( x^2 - 3 ). Explanation: The expression ( x^2 - 3 ) represents the result of subtracting 3 from the square of a given number ( x ).
3
Write an expression for "7 less than y."
sum qoutient product greater then less than
To write "25 less than a number" as an algebraic expression, you would represent the unknown number as a variable, such as "x." Therefore, the algebraic expression would be written as "x - 25." This expression indicates that you are subtracting 25 from the unknown number represented by "x."
Re-write it with a root. If the power of the expression is less than 1, for example x1/3, the expression could be rewritten as cube root of x.
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