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It would help if there were more information on "this 3-D figure". In view of the available information, the only possible answer is "That one!"

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masterlady

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Q: Which net when folded on the dotted lines will make this 3-D figure?
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Continue Learning about Other Math

What figure is formed when two line segments meet?

triangle * * * * * What? Two lines can make an angle, but how can they make a triangle?


What is the two dimensional pattern that you can fold to form a 3d figure?

A net.A 2-dimensional pattern that you can fold to make a 3-dimensional figure is called a net.For instance, make a letter 'T' out of 6 squares. The vertical part of the T has 4 squares, and the horizontal part has 3 squares (one square is common to both) . This net can be folded to make a cube.


An equilateral pentagon with exactly one right angle?

To create an equilateral pentagon with exaclty 1 right angle, you must # Create a dotted line of symmetry down the page. # Then create two lines that are exactly 3cm in length so that they form a right angle. This right angle must have exaclty 45o of it on each side of the dotted line. # Off these newly created lines extend another two lines of exactly 3cm so that the angles created are exaclty 120o each # Now draw a straight line through the dotted line of symmetry to connect the second set of 3cm lines together # The newly created pentagon should look like a house, that widens as it comes up to the roof and then comes into a point at the top. To insure that the pentagon is correct - Add all angles together and make sure that they equal 540o - Measure each line so that they are all exaclty 3cm - Make sure that the angles are as follows, 105-120-90-120-105 - You have now created a SERP - an equilateral pentagon that has a line of symmetry and in this case one right angle.


If you had a piece of paper that was 0.001 inches thick how tall a pile would it make if it were folded in half 10 times?

1.028"


Can you make 2 squares and 4 right-angled triangles using only 8 straight lines?

Draw one square. Join the midpoint of each side to the midpoint of the adjacent sides. The resulting figure meets the requirements.

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