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Mathematics 21 Online
OpenStudy (mckenzieandjesus):

Find the area of the figure. A. 960ft^2 B. 1,680 ft C. 780ft^2 D. 720ft^2

OpenStudy (mckenzieandjesus):

|dw:1433873891073:dw|

OpenStudy (mckenzieandjesus):

I think it is either D or A but not sure which one for sure.

OpenStudy (anonymous):

|dw:1433874103982:dw| Split it into these two rectangles and solve their individual areas.

OpenStudy (mckenzieandjesus):

That is what I tried to do. I did 40' * 18' and got 720 and did 24*30 and got 720

OpenStudy (mckenzieandjesus):

did I do it right?

OpenStudy (anonymous):

It would be 40*18 and 6*10

OpenStudy (mckenzieandjesus):

where did the 6 and 10 come from? That would make 4*18=720 and 6*10=60 so would i add 720+60=780?

OpenStudy (anonymous):

24-18=6 40-30=10 And yes, it would be 780

OpenStudy (mckenzieandjesus):

Oh i didn't know you subtract the other numbers.. Thank you!

OpenStudy (anonymous):

No problem :)

OpenStudy (mckenzieandjesus):

Would you mind helping me with another problem?

OpenStudy (mckenzieandjesus):

@LegendarySadist Provide the reasons for the following proof. Given: WX=XY, XZ bisects <WXY Prove: triangle WXZ = triangle YXZ statements 1. WX=XY, XZ bisects <WXY 1 1.Given 2. <WXZ = <YXC 2. definition of an angle bisector 3. XZ=XZ 3.______________ 4. triangle WXZ = triangle YXZ 4._________

OpenStudy (mckenzieandjesus):

A.) reflexive property of =;SSS B.) Symmetric property of =;SSS C.) Reflexive property of =; SAS D.) Symmetric property of =; SAS

OpenStudy (mckenzieandjesus):

|dw:1433874656092:dw|

OpenStudy (anonymous):

No idea, I don't remember any of these proofs

OpenStudy (mckenzieandjesus):

oh ok

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