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What is the value of w? A 7 B 3.5 C 7√3 D 14 will post attachment in a sec.
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\[\cos \theta = \frac{ adjacent }{ hypotenuse }\]
Oh, wait, ok. so.. \[\cos 30 = 7\sqrt{3}\div w\] ? @rishavraj
yup :)) good work @deercult
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\[\cos ~30 = \frac{ 7\sqrt3 }{ w }\]
so whts the value of cos30??
Right now it's just: \[\frac{ 7\sqrt{3} }{ w }\] We have to find w to figure that one out, yes?
Sorry if I'm missing the point x(
u know \[\cos 30 = \frac{ \sqrt3 }{ 2 }\]
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so \[\frac{ \sqrt3 }{ 2 } = \frac{ 7\sqrt3 }{ w }\]
so, \[w \sqrt{3} = 2*7\sqrt{3}\] \[w \sqrt{3} = 14\sqrt{3}\] Yes? You cross multiply right?
@rishavraj Is it 14?
Yep, it was. :Y Thanks a ton, dude
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