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Never. A triangle has 3 sides, while rectangle has 4 sides.
No

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Q: Could a triangle and a rectangle ever be congruent?
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Related questions

Could a triangle and a rectangle be congruent?

Could a triangle and a rectangle ever be congruent? explain


Could a triangle and a rectangle ever be congruent explain?

Could a traingle and a rectangle ever be congruent? Explain.


Could a rectangle and a triangle ever be congruent?

To each other no But individually a rectangle can be and a triangle can have congruent angles or sides


Could a triangle and a rectangle ever be congruent. explain?

no because it is not the same shape or size.


Could a rectangle and a square ever be congruent?

no


Could a triangle and a square ever be congruent?

no because it is not the same size or shape


A triangle with four congruent sides?

Never ever!


Can a triangle ever be a rectangle?

No, triangles can never be rectangles.


Could a trapezoid and square ever be congruent?

No


Are rhombus ever rectangles?

Yes! Since rhombuses are quadrilaterals that have four congruent sides, a square can be considered as a rhombus. And since rectangles are quadrilaterals which has four 90 degree angles, a square is also a rectangle. Thus a rhombus could be a rectangle.


Can a triangle and recectangle be congruent?

No. If two figures are congruent, then every part of one is equal to the corresponding part of the other. A triangle has 6 parts (3 sides and 3 angles) and a rectangle has 8 parts, so there's no way to even say which parts are "corresponding". Another easy answer: A rectangle has 4 right angles, but a triangle can never have more than one. So there can't very well ever be much of a resemblance. I think of it this way: If two figures are congruent, then after you pick up one and lay it down on top of the other, you can't even tell that there are two figures there. They fit exactly, and they look like only one.


Is an acute triangle ever regular?

Yes. An acute triangle has three acute angles so that would make it a regular polygon with congruent sides.