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I've spent about an hour and a half on this problem and i can't figure it out! Please help!


show that:

1/2*b*c*sinA= (a^2sin(2B)+b^2sin(2A))/4

were are suppose to show that the area of a triangle which is the first part equals the second part!

2007-03-01 10:03:32 · 2 answers · asked by ♥**Me**♥ 3 in Education & Reference Homework Help

2 answers

substitution...
lets say a=1 b=2 c=3...
1/2*2*3*sin(1) = (1^2*sin(2*2)+2^2*sin(2*1) /4
3*sin(1) = 1sin(4) + 4*sin(2) /4
=.0523572193 = .0523572193

im a genius :)

2007-03-01 10:19:05 · answer #1 · answered by imcold07 3 · 0 0

hi hmm...just been doing something rather similar also lately in maths.

try first of all expanding the inside brackets and then do the larger brackets.
tidy up the bracket after then divide by 4 and rearrange the answer so it looks like the first part.

This may be wrong so if u get it wrong then u know why, but hopefully this will help.

2007-03-01 18:11:17 · answer #2 · answered by amy_aka_armygirl 2 · 0 0

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