http://prntscr.com/b7qfi6
@Mehek14
@campbell_st
@zepdrix @freckles @adrimit somebody help
so where are you stuck..?
I'm not sure where to start
to start I would construct a few perpendiculars |dw:1464072973259:dw| find the perpendicular height using a trig ratio... then at the left end you can find a ... given you've found h... it's easy since it's an isosceles triangle... you know the length of one of the parallel sides the other parallel side is 24 - a then find and add the adjacent side in the right triangle
|dw:1464073248181:dw| find b using trig
it's a lot of work for 1 mark
b = 32cos(30) ?
that's correct... but it needs to be an exact value
is this right https://www.wolframalpha.com/input/?i=32*sin(30)*24+%2B+32*sin(30)*32*cos(30)%2F2
why use wolfram alpha... you should know \[\sin(30) = \frac{1}{2}~~\cos(30) = \frac{\sqrt{3}}{2}\] simple exact values... and now you can find h and b...
@campbell_st I did end up finding it by the way. Thanks!
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