answersLogoWhite

0


Best Answer

Yes.

User Avatar

Wiki User

7y ago
This answer is:
User Avatar

Add your answer:

Earn +20 pts
Q: Does all rectangles be cut in half verticallu or horizontally to make two congurent rectangles.?
Write your answer...
Submit
Still have questions?
magnify glass
imp
Related questions

Can all rectangles be cut in half verticaly or horizontally to make two congruent rectangles?

Yes.


Can all rectangles be cut in half vertically or horizontally to make two congruent rectangles?

Yes.


Is it true that all rectangles can be cut in half vertically or horizontally to make two congruent rectangles?

Yes.


Can all rectangles be cut in half vertically or horizontally to make two smaller rectangles that are the same size and same shape?

Yes cutting a rectangle in half (either horizontally or vertically) will yield two smaller rectangles (each of which is the same size and shape as the other).


What is a congurent half?

A congurent half is the same as a line of symetry. It is a half that is the same shape, size and length as the other half


Can all rectangles be cut in half vertically or horizontally to make 2 congruent rectangle?

no


Can a rectangle be cut in half vertically or horizontally to make two congruent rectangles?

Yes.


Can all rectangles be cut in half vertically or horizontally to make two smaller rectangles that are the same size and the same shape?

Yes


Can all rectangles can be cut in half vertically or horizontally to make two smaller rectangles that are the same size and same shape?

Yes


Can all rectangles be cut in half vertically or horizontally to make two smaller rectangles that are the the same size and the same shape?

Yes.


Can an rectangles be cut half in to vertically or horizontally?

Yes, you can cut a rectangle any way you please.


Why Can all rectangles be cut in half vertically or horizontally to make to congruent rectangles?

They make two congruent rectangles, not to rectangles! This is because the line joining the midpoints of opposite sides are lines of [reflective] symmetry.