Pregunta
Translate this sentence into an equation. 72 is the difference of Helena's age and 20. Use the variable \( h \) to represent Helena's age. \( \square \) \( +\square \) ローロ \( \times \square \)
Ask by Norton Hobbs. in the United States
Jan 22,2025
Solución de tutoría real
Respuesta verificada por el tutor
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The equation is \( h - 20 = 72 \).
Solución
To translate the sentence "72 is the difference of Helena's age and 20" into an equation using the variable \( h \) to represent Helena's age, we can break it down as follows:
1. The phrase "the difference of Helena's age and 20" indicates a subtraction operation, which can be expressed as \( h - 20 \).
2. The phrase "72 is" indicates that the expression we formed is equal to 72.
Putting this together, we can write the equation as:
\[
h - 20 = 72
\]
So, the final equation is:
\[
h - 20 = 72
\]
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The Deep Dive
The equation that represents the sentence would be \( h - 20 = 72 \). This shows that when you subtract 20 from Helena's age (represented by \( h \)), the result is 72. To solve for \( h \), you can rearrange the equation by adding 20 to both sides. This gives you \( h = 72 + 20 \), which simplifies to \( h = 92 \). So, Helena is 92 years old!
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