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In a certain algebraic expression, if the coefficient of x is 5 and the constant

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Question: In a certain algebraic expression, if the coefficient of x is 5 and the constant term is -3, what is the expression?

Options:

  1. 5x - 3
  2. 5 - 3x
  3. 3x + 5
  4. -3x + 5

Correct Answer: 5x - 3

Solution: 

The expression with a coefficient of 5 for x and a constant term of -3 is 5x - 3.

In a certain algebraic expression, if the coefficient of x is 5 and the constant

Practice Questions

Q1
In a certain algebraic expression, if the coefficient of x is 5 and the constant term is -3, what is the expression?
  1. 5x - 3
  2. 5 - 3x
  3. 3x + 5
  4. -3x + 5

Questions & Step-by-Step Solutions

In a certain algebraic expression, if the coefficient of x is 5 and the constant term is -3, what is the expression?
  • Step 1: Identify the coefficient of x, which is given as 5.
  • Step 2: Identify the constant term, which is given as -3.
  • Step 3: Write the expression using the coefficient and the constant term. The expression will be in the form of 'coefficient of x * x + constant term'.
  • Step 4: Substitute the values: 5 for the coefficient of x and -3 for the constant term.
  • Step 5: The expression becomes 5x - 3.
  • Algebraic Expressions – Understanding how to form algebraic expressions based on given coefficients and constant terms.
  • Coefficients and Constants – Identifying and using coefficients of variables and constant terms in algebraic expressions.
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