Given ΔABC with A(–3, 2), B(–1, –4), and C(4, 1), write the equation for the line containing altitude in standard form. (1 point)x – y = 1
x + y = –1
x + y = 1
x – y = –1

Question

Given ΔABC with A(–3, 2), B(–1, –4), and C(4, 1), write the equation for the line containing altitude  in standard form.  (1 point)x – y = 1
x + y = –1
x + y = 1
x – y = –1

anonymous · Answer

could someone pleaae help me on this question

anonymous · Answer

PLLLLLLLEEEESSSEE HELP ME!!!!!!!!!!!!!!!!!!!!

mathstudent55 · Answer

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There are 3 different altitudes. Does the problem ask you for which one?

anonymous · Answer

no it just says to write the equation for the line containing altitude  in standard form.

anonymous · Answer

.   Given ΔABC with A(–3, 4), B(5, 8), and C(2, –2), write the equation of the line containing midsegment  in standard form, where X is the midpoint of and Z is the midpoint of .
 (1 point)6x – 5y = –24
2x + 5y = 32
2x – 5y = –28
6x + 5y = 36

anonymous · Answer

could you help me on that one to pllleeaasse

anonymous · Answer

mathstudent55???????    mathstudent55??????

mathstudent55 · Answer

What are X and Z the midpoints of? You copy problems and paste them here, but the characters that don't get copied, you just leave out. There's information missing here too.

anonymous · Answer

for the first one AR is in between "altitude" and  "in standard form"

mathstudent55 · Answer

That's better.
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