HELLLLLP!!!
both PLEASEEEEEE
Doesn't the first one kinda look like a quadratic?
\[\large sin^2(x) + sin(x) - 2 = 0\] \[\large (sin(x) + 2)(sin(x) - 1) = 0\] Lets solve that...either sin(x) = 2 (which s not possible...or sin(x) = 1 when does sin(x) = 1?
whats the naswer for which one?
Let\[\sin (x)= y\] Then you get\[y ^{2}+y-2=0\] Find for y first end for x.
okay yes whats the final answer?
If looking at my approach, when does sin(x) = 1 what angle measure? If looking at Zekarias approach, solve that quadratic
whats the final answer????? Im really tight for time please!!
HELPPPPPP!!!!!
and this one!
really! @superhelp101 @princeharryyy
@Katieholmes Please don't look for answers, please get involved in the solving process. Just answers won't help you in anyway.
sin^2x+sinx-2=0; sin^2x+2sinx-sinx-2=0; (sinx+2)(sinx-1)=0 => sinx=-2 or sinx=1 => sinx=-2 doesn't exist therefore sinx = 1 =>x=90deg @Katieholmes
2nd ques=> (1/2+1/2)/(sqrt(3)/2 * sqrt(3)/2) =>4/3 @Katieholmes
awesome! LIfe saver really!
tnks @Katieholmes u r welcome !!!
tan 63 deg = height/20 => height = 39.25 rounded to 39.3 as answer @Katieholmes
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