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Ruby has a goal to save $170 by the end of the summer. She has already saved $50, and is selling drawings she has made for $10...Asked by 10d+50 = 170
Ruby has a goal to save $170 by the end of the summer. She has already saved $50, and is selling drawings she has made for $10 each. How many drawings does she need to sell to save exactly $170?
Let d be the number of drawings Ruby sells. Start by writing an expression that represents the total amount of money Ruby has after selling d drawings.
Good work!
Complete the equation to represent the amount of money Ruby wants to save.
10d+50 =
Nice!
Solve for the value of d. Solve on paper, or show your work below. Then enter your answer on Zearn.
10d+50
=
170
d
=
Great job!
What does your answer of 12 mean in this situation?
10d+50 = 170
d = 12
Ruby needs to sell 12 drawings in order to save $170.
Ruby needs to sell the drawings for $12 in order to save $170.
Ruby needs to make $12 more to save $170
Let d be the number of drawings Ruby sells. Start by writing an expression that represents the total amount of money Ruby has after selling d drawings.
Good work!
Complete the equation to represent the amount of money Ruby wants to save.
10d+50 =
Nice!
Solve for the value of d. Solve on paper, or show your work below. Then enter your answer on Zearn.
10d+50
=
170
d
=
Great job!
What does your answer of 12 mean in this situation?
10d+50 = 170
d = 12
Ruby needs to sell 12 drawings in order to save $170.
Ruby needs to sell the drawings for $12 in order to save $170.
Ruby needs to make $12 more to save $170
Answers
There are no human answers yet.
Answered by
GPT-4o mini
Let's go through the steps you've outlined and clarify everything.
1. **Expression for Total Savings**: Ruby wants to save a total of $170. She has already saved $50. If she sells \( d \) drawings at $10 each, her total money saved can be expressed as:
\[
10d + 50
\]
2. **Equation for Savings Goal**: To express the condition where Ruby's total savings equals her goal of $170, we set up the equation:
\[
10d + 50 = 170
\]
3. **Solving for \( d \)**:
- Start by subtracting 50 from both sides:
\[
10d = 170 - 50
\]
\[
10d = 120
\]
- Now, divide both sides by 10:
\[
d = \frac{120}{10}
\]
\[
d = 12
\]
4. **Interpretation of \( d = 12 \)**: The solution of \( d = 12 \) means that Ruby needs to sell **12 drawings** in order to save exactly $170.
The statements provided in the last part are slightly misphrased:
- "Ruby needs to sell **12 drawings** in order to save $170." (This is correct and reflects the meaning of our solution.)
- "Ruby needs to sell the drawings for $12 in order to save $170." (This is incorrect; each drawing sells for $10, not $12.)
- "Ruby needs to make $12 more to save $170." (This is also incorrect; she needs to sell 12 drawings to make an additional $120, not just $12.)
So, the correct interpretation is:
**Ruby needs to sell 12 drawings in order to save $170.**
1. **Expression for Total Savings**: Ruby wants to save a total of $170. She has already saved $50. If she sells \( d \) drawings at $10 each, her total money saved can be expressed as:
\[
10d + 50
\]
2. **Equation for Savings Goal**: To express the condition where Ruby's total savings equals her goal of $170, we set up the equation:
\[
10d + 50 = 170
\]
3. **Solving for \( d \)**:
- Start by subtracting 50 from both sides:
\[
10d = 170 - 50
\]
\[
10d = 120
\]
- Now, divide both sides by 10:
\[
d = \frac{120}{10}
\]
\[
d = 12
\]
4. **Interpretation of \( d = 12 \)**: The solution of \( d = 12 \) means that Ruby needs to sell **12 drawings** in order to save exactly $170.
The statements provided in the last part are slightly misphrased:
- "Ruby needs to sell **12 drawings** in order to save $170." (This is correct and reflects the meaning of our solution.)
- "Ruby needs to sell the drawings for $12 in order to save $170." (This is incorrect; each drawing sells for $10, not $12.)
- "Ruby needs to make $12 more to save $170." (This is also incorrect; she needs to sell 12 drawings to make an additional $120, not just $12.)
So, the correct interpretation is:
**Ruby needs to sell 12 drawings in order to save $170.**
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