Translate this sentence into an equation: 90 is the product of 5 and Rick's height. Use the variable r to represent Rick's height.
Understand the Problem
The question is asking to translate a verbal statement into a mathematical equation. Specifically, it states that 90 is the product of 5 and Rick's height, represented by the variable r.
Answer
The equation is $90 = 5r$.
Answer for screen readers
The mathematical equation representing the verbal statement is:
$$ 90 = 5r $$
Steps to Solve
- Identify the components of the statement
We need to translate the verbal statement into a mathematical equation. The statement mentions "90 is the product of 5 and Rick's height." Here, we denote Rick's height as $r$.
- Translate "is the product of" into an equation
The phrase "is the product of" indicates multiplication. Therefore, we will express this as:
$$ 90 = 5 \times r $$
- Write the equation
Combining the components, we finalize the equation as:
$$ 90 = 5r $$
The mathematical equation representing the verbal statement is:
$$ 90 = 5r $$
More Information
This equation states that 90 is equal to the product of 5 and Rick's height, represented by $r$. To find Rick's height, you could divide both sides of the equation by 5.
Tips
- Confusing the meaning of "product" with "sum" can lead to using addition instead of multiplication. Always remember that "product" refers to multiplication.
- Forgetting to correctly use the variable $r$ to represent Rick's height can cause misunderstandings in the equation structure.
AI-generated content may contain errors. Please verify critical information
