Asked by Arisha
What is the length of side a given the following coordinates
A(0,0),B(3,0)C(2,10)
A(0,0),B(3,0)C(2,10)
Answers
Answered by
I Know
Assuming that you are talking about triangle ABC, and we use the convention
that sides labeled a, b, and c are opposite angles A, B, and C
then
c = 3 units
a = √101 units
b = √104 units
that sides labeled a, b, and c are opposite angles A, B, and C
then
c = 3 units
a = √101 units
b = √104 units
Answered by
Damon
a = sqrt (1^2 + 10^2) = sqrt(101)
b = sqrt (2*2+10^2) = sqrt(104)
c = 1
As usual I agree with I Know, not "answered"
b = sqrt (2*2+10^2) = sqrt(104)
c = 1
As usual I agree with I Know, not "answered"
Answered by
Damon
I mean c = 3
origin to (3.0)
origin to (3.0)
Answered by
Bot
Side a is 3 units long.
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