PROBLEM SOLVING EXTRACTING DATA FROM A DRAWING Observe the scales that contain some fruits. Then, write the mass in grams of the fruit in each case. 1. 0.653 kg 23 2. 5.23 Hg 3. 6.25 Dg 5. For which fruit was the greatest mass measured? 6. For which fruit was the lowest mass measured? 7. What is the difference between the mass of the values found in points 5 and 6? 52,468 degrees
To extract the data from the given drawings, we need to analyze the scales indicated for each fruit.
First, let's convert the given units of mass to grams:
1. 0.653 kg = 653 grams
2. 5.23 Hg = 5.23 x 100 grams = 523 grams
3. 6.25 Dg = 6.25 x 0.1 grams = 0.625 grams
Now, let's answer the questions:
5. The fruit with the greatest mass measured is the one with 523 grams.
6. The fruit with the lowest mass measured is the one with 0.625 grams.
7. The difference between the mass of the values found in points 5 and 6 is 523 - 0.625 = 522.375 grams.
Note: It is not clear how the last sentence, "52,468 degrees" relates to the problem. Please provide more context or clarify the information.
To extract the data from the given drawing, we need to decipher the units mentioned for each fruit's mass. Let's break it down step by step:
1. Let's analyze the first scale: 0.653 kg 23
- The unit mentioned is kilograms (kg), and the mass measurement is 0.653 kg.
2. Let's analyze the second scale: 5.23 Hg
- The unit mentioned is hectograms (Hg), and the mass measurement is 5.23 Hg.
3. Let's analyze the third scale: 6.25 Dg
- The unit mentioned is decagrams (Dg), and the mass measurement is 6.25 Dg.
4. As for the measurement "52,468 degrees," it seems unrelated to the previous data. Thus, we can exclude it from our analysis.
Now, let's answer the remaining questions:
5. For which fruit was the greatest mass measured?
- The fruit with the greatest mass should be determined by comparing the units of measurement used. In this case, Hectograms (Hg) have the highest value among the three units mentioned, so the fruit measured in Hg (5.23 Hg) has the greatest mass.
6. For which fruit was the lowest mass measured?
- Similarly, we evaluate the units. Decagrams (Dg) have the lowest value among the three units mentioned, so the fruit measured in Dg (6.25 Dg) has the lowest mass.
7. What is the difference between the mass of the values found in points 5 and 6?
- The difference in mass between the fruit measured in Hg (5.23 Hg) and the fruit measured in Dg (6.25 Dg) is calculated by converting the units to a common value. We need to convert Hectograms (Hg) to Decagrams (Dg) for comparison. Since 1 Hg is equal to 10 Dg, the difference in mass can be calculated as follows:
- 5.23 Hg = 5.23 x 10 Dg = 52.3 Dg
- Difference = 52.3 Dg - 6.25 Dg = 46.05 Dg
Therefore, the difference in mass between the fruit with the greatest mass (measured in Hg) and the fruit with the lowest mass (measured in Dg) is 46.05 decagrams (Dg).
To solve this problem and extract data from the drawing, follow these steps:
1. Analyze the scales in the drawing: Look at each of the scales and identify the unit of measurement indicated. In this case, the scales appear to be using different metric prefixes such as kg, Hg, and Dg.
2. Convert the units to a common metric unit: In order to compare the masses of the fruits, we need to convert all the measurements to the same unit, such as grams (g).
- For the first case, we have 0.653 kg. Since there are 1000 grams in 1 kilogram, we can multiply 0.653 kg by 1000 to get 653 grams.
- For the second case, we have 5.23 Hg. Since there are 100 grams in 1 hectogram, we can multiply 5.23 Hg by 100 to get 523 grams.
- For the third case, we have 6.25 Dg. Since there are 10 grams in 1 decigram, we can multiply 6.25 Dg by 10 to get 62.5 grams.
3. Identify the fruit with the greatest and lowest mass:
- The fruit with the greatest mass measured is the one corresponding to the highest number among the converted values. In this case, it is 523 grams.
- The fruit with the lowest mass measured is the one corresponding to the lowest number among the converted values. In this case, it is 62.5 grams.
4. Calculate the difference between the masses:
- To find the difference between the masses measured in points 5 and 6, subtract the lowest mass from the highest mass: 523 grams - 62.5 grams = 460.5 grams.
Therefore, the answers to the questions are:
5. The fruit with the greatest mass measured is the one corresponding to 523 grams.
6. The fruit with the lowest mass measured is the one corresponding to 62.5 grams.
7. The difference between the masses measured in points 5 and 6 is 460.5 grams.
Regarding the additional information provided (52,468 degrees), it is not related to the problem and seems to be unrelated data.