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Find the area of a parallelogram with side lengths of 6 and 8, with an interior angle with measure 45° 

 Dec 30, 2015

Best Answer 

 #1
avatar+564 
+10

Hey there Mellie

 

In order to solve for the area of the parallelogram, you need to use this equation:

 

S= absinθ

 

Basically what this is:

 

S = the area

 

"a" and "b" = The the base and side; which in your case are 6 and 8 

 

θ= The known interior angle, 45° 

--------------------------------------------------------------------------

Plug all these variables into the equation and you will get this:

 

S = (6)(8)(sin 45°)

S= 33.94 

 

[So the area of the parallelogram is 33.94 ]

 Dec 30, 2015
edited by chilledz3non  Dec 30, 2015
 #1
avatar+564 
+10
Best Answer

Hey there Mellie

 

In order to solve for the area of the parallelogram, you need to use this equation:

 

S= absinθ

 

Basically what this is:

 

S = the area

 

"a" and "b" = The the base and side; which in your case are 6 and 8 

 

θ= The known interior angle, 45° 

--------------------------------------------------------------------------

Plug all these variables into the equation and you will get this:

 

S = (6)(8)(sin 45°)

S= 33.94 

 

[So the area of the parallelogram is 33.94 ]

chilledz3non Dec 30, 2015
edited by chilledz3non  Dec 30, 2015
 #2
avatar+118608 
+5

Thanks Chilledz3non :)

 

Hi Mellie,

I don't know if you have done trigonometry yet.  There is almost always more than 1 way to do these questions.

If you need them done in a different way then you need to tell us !    wink    laugh

 Dec 31, 2015

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