Answer :
In the questions provided, the student is converting measurements from a larger unit to a smaller unit.
Converting meters and centimeters into centimeters:
- We start by converting all measurements into the smaller unit, which in this case, is centimeters.
- Since 1 meter (m) equals 100 centimeters (cm), we convert 62 meters to centimeters:
[tex]62 \text{ m} = 62 \times 100 \text{ cm} = 6200 \text{ cm}[/tex] - Then, we add the additional 98 cm:
[tex]6200 \text{ cm} + 98 \text{ cm} = 6298 \text{ cm}[/tex] - Therefore, 62 meters and 98 centimeters is equal to 6298 centimeters.
Converting liters and milliliters into milliliters:
- Here, we will convert liters to milliliters.
- Since 1 liter (l) equals 1000 milliliters (ml), the conversion would be:
[tex]55 \text{ l} = 55 \times 1000 \text{ ml} = 55000 \text{ ml}[/tex] - Then, we add the 117 ml to this quantity:
[tex]55000 \text{ ml} + 117 \text{ ml} = 55117 \text{ ml}[/tex] - Thus, 55 liters and 117 milliliters is equal to 55117 milliliters.
Converting kiloliters and liters into liters:
- In this case, we convert kiloliters to liters.
- As 1 kiloliter (kl) equals 1000 liters (l), we calculate:
[tex]29 \text{ kl} = 29 \times 1000 \text{ l} = 29000 \text{ l}[/tex] - Adding the 355 l gives us:
[tex]29000 \text{ l} + 355 \text{ l} = 29555 \text{ l}[/tex] - Consequently, 29 kiloliters and 355 liters is equal to 29555 liters.
Overall, these conversions are helpful for understanding how to work with different units of measurement and ensure accurate calculations in real-world contexts. By breaking down the conversion steps, the student can confidently convert these measurements, while understanding the relationship between different measurement units.
