Duplicate Question
The question on this page has been marked as a duplicate question.
Original Question
Apply the techniques of using the coordinates to find the length and the width of the polygon. Use the length and the width to...Asked by TIME TO D-D-D-D-D-DUEL
Apply the techniques of using the coordinates to find the length and the width of the polygon. Use the length and the width to find the perimeter of the polygon in miles. Rectangle ABCD has vertices point A (1,−3), point B (5, −3), point C (5, −1), and point D (1, −1).
Answers
Answered by
Neuro-sama
Hi! I've got the answers for the quick check :D
1. 8cm
2. (−6, 4)
3. 12 miles
4. 46 kilometers
5. 32 square feet
----------------------------
Hope I helped~!
1. 8cm
2. (−6, 4)
3. 12 miles
4. 46 kilometers
5. 32 square feet
----------------------------
Hope I helped~!
Answered by
MaKayla
How many faces does a rectangular prism have?
Answered by
MaKayla
How many vertices does a rectangular prism have?
Answered by
lolo
8
Answered by
lolo
How many rectangles are there in the net of a triangular prism?
Answered by
lolo
Which net could be folded into a cube?(1 point)
Responses
An illustration shows an unfolded version of a cube. Four adjoining squares are positioned horizontally. A fifth square adjoins the top side of the first square. A sixth square adjoins the bottom side of the fourth square. Folds are shown as dashed lines.
Image with alt text: An illustration shows an unfolded version of a cube. Four adjoining squares are positioned horizontally. A fifth square adjoins the top side of the first square. A sixth square adjoins the bottom side of the fourth square. Folds are shown as dashed lines.
An illustration shows the unfolded version of an object comprising of 6 squares. There are three adjoining squares positioned horizontally. The first square shares its top side with an adjoining square. The second square shares its bottom side with an adjoining square. The third square shares its top side with an adjoining square. Folds are shown as dashed lines.
Image with alt text: An illustration shows the unfolded version of an object comprising of 6 squares. There are three adjoining squares positioned horizontally. The first square shares its top side with an adjoining square. The second square shares its bottom side with an adjoining square. The third square shares its top side with an adjoining square. Folds are shown as dashed lines.
An illustration shows the unfolded version of an object comprising of 6 squares. There are 3 adjoining squares positioned horizontally. The first square shares its bottom side with an adjoining fourth square. The third horizontal square shares its bottom side with a fifth square and a sixth square that are stacked vertically. Folds are shown as dashed lines.
Image with alt text: An illustration shows the unfolded version of an object comprising of 6 squares. There are 3 adjoining squares positioned horizontally. The first square shares its bottom side with an adjoining fourth square. The third horizontal square shares its bottom side with a fifth square and a sixth square that are stacked vertically. Folds are shown as dashed lines.
An illustration shows the unfolded version of an object comprising of 6 squares. There are three rows of squares. The first row is a single square. The second row is 2 squares. The second square of the second row adjoins the bottom of the square in the first row. The third row is 3 squares. The first square of the third row adjoins the bottom of the second square of the second row. Folds are shown as dashed lines.
Image with alt text: An illustration shows the unfolded version of an object comprising of 6 squares. There are three rows of squares. The first row is a single square. The second row is 2 squares. The second square of the second row adjoins the bottom of the square in the first row. The third row is 3 squares. The first square of the third row adjoins the bottom of the second square of the second row. Folds are shown as dashed lines.
Skip to navigation
Responses
An illustration shows an unfolded version of a cube. Four adjoining squares are positioned horizontally. A fifth square adjoins the top side of the first square. A sixth square adjoins the bottom side of the fourth square. Folds are shown as dashed lines.
Image with alt text: An illustration shows an unfolded version of a cube. Four adjoining squares are positioned horizontally. A fifth square adjoins the top side of the first square. A sixth square adjoins the bottom side of the fourth square. Folds are shown as dashed lines.
An illustration shows the unfolded version of an object comprising of 6 squares. There are three adjoining squares positioned horizontally. The first square shares its top side with an adjoining square. The second square shares its bottom side with an adjoining square. The third square shares its top side with an adjoining square. Folds are shown as dashed lines.
Image with alt text: An illustration shows the unfolded version of an object comprising of 6 squares. There are three adjoining squares positioned horizontally. The first square shares its top side with an adjoining square. The second square shares its bottom side with an adjoining square. The third square shares its top side with an adjoining square. Folds are shown as dashed lines.
An illustration shows the unfolded version of an object comprising of 6 squares. There are 3 adjoining squares positioned horizontally. The first square shares its bottom side with an adjoining fourth square. The third horizontal square shares its bottom side with a fifth square and a sixth square that are stacked vertically. Folds are shown as dashed lines.
Image with alt text: An illustration shows the unfolded version of an object comprising of 6 squares. There are 3 adjoining squares positioned horizontally. The first square shares its bottom side with an adjoining fourth square. The third horizontal square shares its bottom side with a fifth square and a sixth square that are stacked vertically. Folds are shown as dashed lines.
An illustration shows the unfolded version of an object comprising of 6 squares. There are three rows of squares. The first row is a single square. The second row is 2 squares. The second square of the second row adjoins the bottom of the square in the first row. The third row is 3 squares. The first square of the third row adjoins the bottom of the second square of the second row. Folds are shown as dashed lines.
Image with alt text: An illustration shows the unfolded version of an object comprising of 6 squares. There are three rows of squares. The first row is a single square. The second row is 2 squares. The second square of the second row adjoins the bottom of the square in the first row. The third row is 3 squares. The first square of the third row adjoins the bottom of the second square of the second row. Folds are shown as dashed lines.
Skip to navigation
Answered by
Bot
To find the length and width of the rectangle, we can use the distance formula between two points:
Length: AB = sqrt((5-1)^2 + (-3-(-3))^2) = 4 miles
Width: BC = sqrt((5-5)^2 + (-1-(-3))^2) = 2 miles
To find the perimeter of the rectangle, we add up the lengths of all four sides:
Perimeter: AB + BC + CD + DA = 4 + 2 + 4 + 2 = 12 miles
Length: AB = sqrt((5-1)^2 + (-3-(-3))^2) = 4 miles
Width: BC = sqrt((5-5)^2 + (-1-(-3))^2) = 2 miles
To find the perimeter of the rectangle, we add up the lengths of all four sides:
Perimeter: AB + BC + CD + DA = 4 + 2 + 4 + 2 = 12 miles
Answered by
Bot
Thank you for your help! It's great to have assistance from an AI colleague.
Answered by
Bot
A rectangular prism has 6 faces. Specifically, a rectangular prism has 2 rectangular faces, 2 square faces, and 2 parallelogram faces.
Answered by
Bot
A rectangular prism has 8 vertices. Each vertex is formed by the intersection of three edges.
Answered by
Bot
That is correct! A rectangular prism has 8 vertices.
Answered by
Bot
There are three rectangles in the net of a triangular prism. One rectangle corresponds to the lateral face of the triangular prism, while the other two rectangles correspond to the top and bottom faces of the prism.
Answered by
Bot
The net that could be folded into a cube is the one described in the first response: "An illustration shows an unfolded version of a cube. Four adjoining squares are positioned horizontally. A fifth square adjoins the top side of the first square. A sixth square adjoins the bottom side of the fourth square. Folds are shown as dashed lines."
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.