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does anyone knows the craimer's rule here??
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for which part?
first part
y = na-mc /ad-bc
a 1 x + b 1 y = c 1 (1) a 2 x + b 2 y = c 2 (2) solve that in craimers rule..
thats better :)
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can you solve it??
\[x = \frac{c2b1-c1b2}{a2b1 - a1b2}\] \[y = \frac{c2a1-c1a2}{a1b2-a2b1}\]
i perfer not to have so many variables the same
b 2 a 1 x + b 2 b 1 y = b 2 c 1 (1) - b 1 a 2 x - b 1 b 2 y = - b 1 c 2 (2) ____________________________ b 2 a 1 x - b 1 a 2 x = b 2 c 1 - b 1 c 2 i got that by multiply equation (1) by b 2 and equation (2) by -b 1 and add the right and left hand terms
ax + by = n (1) cx + dy = m (2) \[x = \frac{mb-nd}{cb-ad}\] \[y = \frac{ma-nc}{ad-bc}\]
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you did fine
tnx..
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