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Mathematics 21 Online
OpenStudy (anonymous):

Find the surface area of the prism. A. 2299 mm2 B. 2954.5 mm2 C. 3173 mm2 D. 498,180 mm2

OpenStudy (tygrr321):

https://my.mixtape.moe/gjrzex.webm

OpenStudy (anonymous):

um.....good?

OpenStudy (anonymous):

it is good

OpenStudy (anonymous):

just what dose it have to do with math

OpenStudy (b87lar):

do you know where to start?

OpenStudy (anonymous):

all i need is the area of the triangle

OpenStudy (anonymous):

ive got evrything els

OpenStudy (b87lar):

since it is a right-angle triangle you can use a simple formula: half of the area of a rectangle (19mm x 23mm) does this help?

OpenStudy (anonymous):

ummm nope do you know the height?

OpenStudy (anonymous):

oops how do i change my little grade thing on the list

OpenStudy (b87lar):

no need for the height, just take the two shorter sides a, and b, imagine they are sides of a rectangle, then compute area of that rectangle. The triangle is just a half of that

OpenStudy (b87lar):

the key is the angle between the two side - it's 90 degrees

OpenStudy (anonymous):

so one is base and other is side?

OpenStudy (anonymous):

and how do i change my little grade thing on the list

OpenStudy (anonymous):

i clicked high im in middle

OpenStudy (b87lar):

looking at your drawing: imagine you take another prism (identical dimensions) and put it together with the original - you will get a rectangular "column" right?

OpenStudy (b87lar):

then you can easily calculate the area of the top and bottom - just multiply the sides (19x23)

OpenStudy (b87lar):

then imagine away the extra prism - that's that half of the area

OpenStudy (anonymous):

so 437?

OpenStudy (b87lar):

yes, but for one triangle you still need to divide it by 2 ,, so 218.5

OpenStudy (b87lar):

but since you care about top and bottom you will get the 437 in the total area anyway...

OpenStudy (anonymous):

thanks

OpenStudy (b87lar):

no prob

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