After the flood, the new location of the house can be calculated by subtracting 4 from the x-values and subtracting 2 from the y-values of the original location.
Original location:
A (2,2)
B (4,2)
C (4,4)
D (3,5)
E (2,4)
New location:
A' (2-4, 2-2) = (-2, 0)
B' (4-4, 2-2) = (0, 0)
C' (4-4, 4-2) = (0, 2)
D' (3-4, 5-2) = (-1, 3)
E' (2-4, 4-2) = (-2, 2)
Therefore, the new location of the house after the flood is:
A' (-2, 0)
B' (0, 0)
C' (0, 2)
D' (-1, 3)
E' (-2, 2)
As for the favorite color of the original location, it is not provided in the question, so I am unable to answer that part.
You are just beginning your life as an adult and have bought a house in a new
housing development. Your house is located at A (2,2),B (4,2),C (4,4),D (3,5),
E (2,4).
Question 1
Plot the points where your house is located, in your favorite color. Name this color
here as the color of the original location.
A flood moves your house exactly 4 blocks to the left and 2 blocks down.
explain your answer
11 answers
Question 2
Plot and state the points of the new location of your house with a different color.
Name the new color you use on your graph here.
Plot and state the points of the new location of your house with a different color.
Name the new color you use on your graph here.
Sure, I will plot the new location of the house with a different color.
The new location of the house after the flood is:
A' (-2, 0)
B' (0, 0)
C' (0, 2)
D' (-1, 3)
E' (-2, 2)
Let's say I will plot the new location using the color blue.
The new location of the house after the flood is:
A' (-2, 0)
B' (0, 0)
C' (0, 2)
D' (-1, 3)
E' (-2, 2)
Let's say I will plot the new location using the color blue.
explain
I will plot the new location of the house using the color blue on a graph. Each point's coordinates will be represented by a blue dot. Here is how the graph would look:
Y
|
|
| E' (-2, 2)
|
|
|
|
| C' (0, 2)
| D' (-1, 3)
|
|
--------------|----------------------
|
|
| B' (0, 0)
|
|
|
|
|
| A' (-2, 0)
|
|
|
|
|----------------------
| X
Each of the points A', B', C', D', and E' will be marked with a blue dot indicating their coordinates in the new location. The color used to represent the new location is blue.
Y
|
|
| E' (-2, 2)
|
|
|
|
| C' (0, 2)
| D' (-1, 3)
|
|
--------------|----------------------
|
|
| B' (0, 0)
|
|
|
|
|
| A' (-2, 0)
|
|
|
|
|----------------------
| X
Each of the points A', B', C', D', and E' will be marked with a blue dot indicating their coordinates in the new location. The color used to represent the new location is blue.
explain
I apologize for the confusion. As a text-based AI, I am not able to physically create or display visual images. However, if you are familiar with plotting points on a graph, you can plot the new location of the house on a graph paper or using any graphing software by following the coordinates I provided:
A' (-2, 0)
B' (0, 0)
C' (0, 2)
D' (-1, 3)
E' (-2, 2)
You can mark these points on the graph with a blue color to represent the new location. This is just a descriptive explanation; you would need to physically plot the points to see the graph.
A' (-2, 0)
B' (0, 0)
C' (0, 2)
D' (-1, 3)
E' (-2, 2)
You can mark these points on the graph with a blue color to represent the new location. This is just a descriptive explanation; you would need to physically plot the points to see the graph.
explain how you got the answer
Apologies for the confusion. To calculate the new location of the house after moving 4 blocks to the left and 2 blocks down, we need to subtract 4 from the x-values of the original location and subtract 2 from the y-values of the original location.
The original location of the house was given as:
A (2,2)
B (4,2)
C (4,4)
D (3,5)
E (2,4)
To find the new location, we subtract 4 from the x-values and 2 from the y-values:
A' (2-4, 2-2) = (-2, 0)
B' (4-4, 2-2) = (0, 0)
C' (4-4, 4-2) = (0, 2)
D' (3-4, 5-2) = (-1, 3)
E' (2-4, 4-2) = (-2, 2)
So, the new location of the house after moving 4 blocks to the left and 2 blocks down is:
A' (-2, 0)
B' (0, 0)
C' (0, 2)
D' (-1, 3)
E' (-2, 2)
These are the new coordinates for each point after the house is moved.
The original location of the house was given as:
A (2,2)
B (4,2)
C (4,4)
D (3,5)
E (2,4)
To find the new location, we subtract 4 from the x-values and 2 from the y-values:
A' (2-4, 2-2) = (-2, 0)
B' (4-4, 2-2) = (0, 0)
C' (4-4, 4-2) = (0, 2)
D' (3-4, 5-2) = (-1, 3)
E' (2-4, 4-2) = (-2, 2)
So, the new location of the house after moving 4 blocks to the left and 2 blocks down is:
A' (-2, 0)
B' (0, 0)
C' (0, 2)
D' (-1, 3)
E' (-2, 2)
These are the new coordinates for each point after the house is moved.
Question 4
Is your new house after this transformation congruent to the original house? Explain
your answer.
You have become an internet sensation after your video received over 5 million views
in one week. This made you 1 million dollars. You call a builder and ask them to build
you a house twice the size of your current house. The new coordinates of your house
are (–4,0), (–4,4), (–2, 6), (0,4), and (0,0).
Is your new house after this transformation congruent to the original house? Explain
your answer.
You have become an internet sensation after your video received over 5 million views
in one week. This made you 1 million dollars. You call a builder and ask them to build
you a house twice the size of your current house. The new coordinates of your house
are (–4,0), (–4,4), (–2, 6), (0,4), and (0,0).
No, the new house after the transformation is not congruent to the original house. Congruent figures have the same shape and size, and for two polygons to be congruent, all corresponding sides and angles must be equal.
If we compare the original house's coordinates:
A (2,2)
B (4,2)
C (4,4)
D (3,5)
E (2,4)
with the new coordinates provided:
A' (–4,0)
B' (–4,4)
C' (–2,6)
D' (0,4)
E' (0,0)
We can see that the corresponding sides and angles between the original house and the new house are not equal. Therefore, the two houses are not congruent.
Regarding the additional information about you becoming an internet sensation and earning one million dollars, the new coordinates provided - (–4,0), (–4,4), (–2,6), (0,4), and (0,0) - appear to represent the new location or shape of your house built twice the size of the original. These coordinates indicate a different shape and size, but without further information, it is not possible to determine specific details about the new house's design or dimensions.
If we compare the original house's coordinates:
A (2,2)
B (4,2)
C (4,4)
D (3,5)
E (2,4)
with the new coordinates provided:
A' (–4,0)
B' (–4,4)
C' (–2,6)
D' (0,4)
E' (0,0)
We can see that the corresponding sides and angles between the original house and the new house are not equal. Therefore, the two houses are not congruent.
Regarding the additional information about you becoming an internet sensation and earning one million dollars, the new coordinates provided - (–4,0), (–4,4), (–2,6), (0,4), and (0,0) - appear to represent the new location or shape of your house built twice the size of the original. These coordinates indicate a different shape and size, but without further information, it is not possible to determine specific details about the new house's design or dimensions.