x2 + 9 = 36
To write three-fourths of the square of a number as an expression, first represent the number as a variable, such as ( x ). The square of the number is ( x^2 ). Therefore, three-fourths of that square can be expressed as ( \frac{3}{4}x^2 ).
Two and seven hundred thirtysix ten thousandths.Two and seven hundred thirtysix ten thousandths.Two and seven hundred thirtysix ten thousandths.Two and seven hundred thirtysix ten thousandths.
4(x)2
Seven hundred and thirtysix and eightythree thousandths.
To write the quotient of a number and 6 as an expression, you can represent the number as a variable, such as ( x ). The expression would then be written as ( \frac{x}{6} ). This indicates that the number ( x ) is being divided by 6.
To write three-fourths of the square of a number as an expression, first represent the number as a variable, such as ( x ). The square of the number is ( x^2 ). Therefore, three-fourths of that square can be expressed as ( \frac{3}{4}x^2 ).
Two and seven hundred thirtysix ten thousandths.Two and seven hundred thirtysix ten thousandths.Two and seven hundred thirtysix ten thousandths.Two and seven hundred thirtysix ten thousandths.
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 ).
x^2 - 7
4(x)2
Write an algebraic expression for the verbal expression. q squared minus 2 times q
Seven hundred and thirtysix and eightythree thousandths.
It is "a squared minus eighteen b".
To write the quotient of a number and 6 as an expression, you can represent the number as a variable, such as ( x ). The expression would then be written as ( \frac{x}{6} ). This indicates that the number ( x ) is being divided by 6.
The expression is 9*x.
4x
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