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If yz is a perpendicular bisector of ax then yxz equals Yaz?

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Anonymous

∙ 13y ago
Updated: 4/28/2022

True.

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∙ 13y ago
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Is the assumption that is a perpendicular bisector of is not enough to show that YXZ Yaz?

This statement is false. A perpendicular bisector is not enough to make the statement true.


Related Questions

Is the assumption that is a perpendicular bisector of is not enough to show that YXZ Yaz?

This statement is false. A perpendicular bisector is not enough to make the statement true.


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What kind of math problem is this xxxx plus yyyy plus zzzz equals yxxxz?

Well, honey, that's a jumbled mess of an equation you've got there. It looks like a basic addition problem with some numbers all mixed up. If you rearrange the terms, you'll see it's just y + x + z = yxz. So, grab a pen and paper, and get that math sorted out, darling.


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