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Answer :
1. a) The volumes are: A - 9, B - 8, C - 7, D - 6, E - 13, F - 9, and G - 5
blocks.
b) Smallest: F
c) Largest: D
d) Difference: 8 blocks.
2. The volumes for Petrus's models are A - 6 cubes, B - 8 cubes, C - 10
cubes, and D - 15 cubes.
1. Esti's Models
To find the volume of each model, we will count the number of individual
blocks.
a) Volume of Each Model
Model A has 9 blocks, Model B has 8 blocks, Model C has 7 blocks,
Model D has 13 blocks, Model E has 9 blocks, and Model F has 5 blocks.
b) Model with the Smallest Volume
Model F has the smallest volume with 5 blocks.
c) Model with the Greatest Volume
Model D has the greatest volume with 13 blocks.
d) Difference Between the Greatest and Smallest Volume
The difference is
[tex]13 - 5=8 $blocks$.[/tex]
2. Petrus's Models
Count the number of cubes in each model:
Model A: 6 cubes
Model B: 8 cubes
Model C: 10 cubes
Model D: 15 cubes
The complete question is:
1. Esti built these models with wooden blocks.
a) Find the volume of each model in blocks.
b) Which model has the smallest volume?
c) Which model has the greatest volume?
d) What is the difference between the greatest and smallest
volume?
2. Petrus built these models. Find the volume of each model in cubes.
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Rewritten by : Barada
a) The volume of each model in blocks is: A=9, B=8, C=7, D=13, E=9, F=7.
b) The model with the smallest volume is Model C or Model F with 7 blocks each.
c) The model with the greatest volume is Model D with 13 blocks.
d) The difference between the greatest and smallest volume is 6 blocks.
We can meet the requirements by following these steps:
1) Identify the number of blocks in each model (A to F) based on their arrangement.
2) Count the blocks in each model:
Model A has 9 blocks
Model B has 8 blocks
Model C has 7 blocks
Model D has 13 blocks
Model E has 9 blocks
Model F has 7 blocks.
3) Record the volumes:
A=9, B=8, C=7, D=13, E=9, F=7.
4) Determine the model with the smallest volume by examining the recorded values:
Models C and F have the smallest and equal volumes.
5) Determine the model with the greatest volume using the recorded values:
Model D has the greatest volume
6) Calculate the difference between the greatest and smallest volumes.
Greatest volume Model D = 13
Smallest volume Model C = 7
Difference between Model D and C = 6 (13 - 7)
Complete Question is attached.
