Which statement is a true statement?
A All rectangles are squares.
B All squares are rectangles.
C Every rhombus is a rectangle.
D Every rectangle is a rhombus.
I thought it was A, but I'm awful with.. almost all types of geometry.
1.)D.
2.)B.
3.)C.
4.)B.
5.)D.
Those are all the correct answers.
So what's the answer? I'm confused ;-;
Is it A, C or B? or D?
IT IS B FOR CRISTE SAKE!!!!!!!!!!
WHAS THA AWNSER
I FINK THERE TWO CORRECT ANSWER
hopeless none flashy people
idk if this is the right answer but it had 17 likes so I think it is I found this on the other moksha
1.) d
2.) b
3.) c
4.) b
5.) d
The answers, d,b,c,b,d are wrong. I got a 60. I came here to check my work by the way. Here are the real answers for unit 2 lesson 10 quick check 2021-2022 math 6B:
1. 30 degrees
2. obtuse triangle
3. all squares are rhombuses
4. they are similar, but not congruent
5. A
Only use these answers to check your work please, thank you!
btw @Animal Lover is right
1.3
2.all squares are similar to each other
3.similar,scale factor=100
4.80,80,100,and 100
5.ABC and EDF are neither congruent nor similar
The actual answer was b for me
The answer is, All squares are rectangles
Y=c
So its c? @FAVOUR
it might help :) no prb
a rhombus is a quadrilateral whose four sides are all congruent
a square is a quadrilateral whose four sides are all congruent
and whose angles are all right angles
In other words,
a square is a rhombus that is also a rectangle
These are both rhombuses:
+--------+
| | +--------+
| | / /
| | / /
| | / /
+--------+ +--------+
But only this is a square:
+--------+
| |
| |
| |
| |
+--------+
So every square is a rhombus, because it's a quadrilateral with four
congruent (equal) sides. But there are rhombuses that are not square,
because their angles are not right angles.