Given that the quadrilateral shown is a rhombus. Which statements are true A) M<1=32 B) M<2=58 C) m<3=32 D) m<6= 58 E) m<7 =32
Help fast
I KNOW SOME OF YALL UP
Help me now
I'm stressing out
do you now the properties of a rhombus ?
Just help pls
No I don't know the properties
what are the diagonals of a rhombus ? what make with angles ?
Side by side
Or they add up to 180
@AZ helped you a lot in the same problems - please remember
Idk
Is it c
yes you are right
Is there more
Is there more
Ugh
There have to be more choices
Somebody needs to go faster with me fr
@Astrid1 any idea ?
the diagonals of a rhombus are perpendicular - what result from this ?
B
@AZ opinion please ? ty
I'll skip it
how can you calcule the measure of angle 2 ?
Subtract it from 180
what subtract from 180 ?
180-32
1+2 not add up 180 bc. there is not a line
Ok
what you can calcule is angle 8 bc. how i ve said above the diagonales of a rhombus are perpendicular so angle 8 is a right angle - do you can use this to calcule angle measure ?
180-32
yes you can write 32 +90 + angle 1 = 180 calcule from this the angle measure 1 = ?
It's ,58
122 +angle 1 = 180 angle 1 = 180-122 = 58 angle 1 = 58 yes you are right but this is a choice ?
Nope
look choice A what say ?
It said m<1= 32
yes so what is false
It say m<2=58
The ones that are true
m<1 = 58
It's B, C AND f
I meant D
It's 58
m<2 you dont know
It's B c and D
i think nope you can calcule again angle 7
@Astrid1 do you understand ?
\(\color{#0cbb34}{\text{Originally Posted by}}\) @Shaypop Is it c \(\color{#0cbb34}{\text{End of Quote}}\) This is correct
So the properties of a kite are angle 1 = angle 7 angle 2 = angle 6 angle (1 + 2) = angle (6 + 7) those two angles are congruent but the other two angles opposite each other are not angle 4 = angle 5 angle 3 = 32\(^o\) angle 8 = 90\(^o\)
and since angle 8 can make a right triangle we have angle 1 + angle 3 + 90\(^o\) = 180\(^o\) 32\(^o\) + angle 7 + 90\(^o\) = 180\(^o\) angle 2 + angle 4 + 90\(^o\) = 180\(^o\) angle 5 + angle 6 + angle 8 = 180\(^o\) and we know angle 8 = 90\(^o\) so angle 5 + angle 6 + 90\(^o\) = 180\(^o\)
So we cannot find what angle 2 or angle 6 is without more information but we can find out angle 1 and angle 7 and so 32 + angle 1 + 90 = 180 and 32 + angle 7 + 90 = 180
Does that help? @Shaypop @jhonyy9
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