Translate the sentence '136 is the product of 8 and Julie's savings' into an equation. Use the variable 'j' to represent Julie's savings.
Understand the Problem
The question asks to translate the sentence '136 is the product of 8 and Julie's savings' into an algebraic equation, using 'j' to represent Julie's savings.
Answer
$136 = 8j$
Answer for screen readers
$136 = 8j$
Steps to Solve
- Identify key parts of the sentence
"136 is the product of 8 and Julie's Savings". 'Is' means equals. 'The product of' means multiplication. Julie's savings is represented by $j$.
- Translate 'the product of 8 and Julie's savings'
This translates to $8 * j$, which can be simplified as $8j$.
- Formulate the equation
Since 136 'is' the product of 8 and Julie's savings, and we know to represent that as $8j$, we can form our equation:
$136 = 8j$
$136 = 8j$
More Information
The equation $136=8j$ represents the given sentence. We can solve for $j$ to find Julie's savings:
$j = \frac{136}{8} = 17$.
So, Julie's savings is $17.
Tips
A common mistake is to misinterpret 'product of' as addition or some other operation. Remember that 'product' always signifies multiplication.
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