he over night low temperatures is -7. by morning the temperature increases by 15 degrees.Draw an arrow on the thermometer to represent this situation and find the morning temperature

To represent the situation on a thermometer, let's break down the problem:

1. **Starting Temperature**: The overnight low is -7°C.
2. **Temperature Increase**: By morning, the temperature increases by 15°C.

### Step-by-Step Solution

1. **Initial Temperature**: -7°C
2. **Increase in Temperature**: +15°C
3. **Final Temperature**: 
   \[
   -7 + 15 = 8 \, \text{°C}
   \]

So, the morning temperature is 8°C.

### Arrow Representation on a Thermometer

- Start with the arrow pointing at -7°C.
- Draw an arrow moving up to 8°C.

Would you like a detailed diagram showing the arrow on the thermometer, or do you have any further questions?

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Here are five questions that expand on the concept:

1. If the temperature had increased by only 10 degrees, what would the morning temperature be?
2. What would be the morning temperature if the temperature had decreased by 5 degrees instead?
3. How would the thermometer arrow look if the temperature had increased to 0°C instead?
4. If the temperature were to increase by 20 degrees from -7°C, where would the arrow point?
5. Can you find the temperature difference if the starting temperature was -7°C and the final temperature was 3°C?

**Tip**: Always check the direction of temperature changes carefully. Increasing temperatures move up the scale, while decreasing ones move down.

Learn how to calculate temperature changes from an overnight low of -7°C to a morning temperature increase of 15°C. This problem involves basic arithmetic and temperature conversion concepts. Suitable for students in Grades 3-5.

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