Look at triangle KLM. Segment KO is 8 inches. Which option could be the correct dimensions of the segments in the triangle? KO = 8 inches, OQ = 6 inches KO = 6 inches, OQ = 2 inches KO = 6 inches, KQ = 12 inches KO = 8 inches, KQ = 12 inches
I think its the last one KO = 8 and KQ = 12
Look at triangle PQR. Which other segment is certain to pass through O? the perpendicular bisector of side RQ the segment that connects point R to the midpoint of side PQ the segment that divides angle PRQ into two congruent angles the segment from point O to side PR that meets PR at a right angle
first question is correct , KQ = 12, coz of 2 : 1 ratio of median
yay :)
I also have one more after this one btw
I think the second one is B, but im not quite sure...
in the second pix, it shows "small ticks" - they mean those are congruent angles, it is showing angle - bisectors
Describe the process to construct an acute scalene triangle with vertices PQR using only a compass and straightedge, where Q is a point on a horizontal line segment XY. My answer: Step 1: you put your compass at point Q and mark a radius (doesn't matter what, can be random) and make an arc on the line XY. Step 2: Keep the compass at the same place, but change the radius and mark another arc, however, you do not make a mark on the line XY, but anywhere on the plane. Step 3: Place your compass on the point where the arc meets line XY and change the radius once again and make an arc to meet the second arc. Step 4: Use the straightedge to join all the three points. Done! how does this sound?
I also thought it might be D?
for the second one
no no, i meant B not D, sorry
for the second one, its the angle bisectors meeting point, so the answer is this : the segment that divides angle PRQ into two congruent angles
really, wow... that's the on I thought was wrong.... lol
thanks
how does the essay one look?
there's also this one: A triangle can be classified by its angles and by its sides. Part 1: Use these two ways of classification to describe a right isosceles triangle. Part 2: Name a triangle with only a different angle classification as a right isosceles. Identify one similarity and one difference between this new triangle and the right isosceles triangle. My answer: Part 1: A right isosceles triangle is called just that because it has one right angle that measures 90˚ and two sides that are congruent. Part 2: An acute isosceles triangle is one different angle classification. The largest angle in this triangle can measure is 75˚, but it still has two sides that are congruent.
sorry if it too much at once...
its*
the essay one doesnt sound good
it doesnt say how its acute or scalene
no? aww man... Im really bad at explaining how to construct triangles, I always get them wrong :(
could u explain it to me, possibly??
1 sec
k
to construct a Acute-Scalene triangle, we combine the steps of 1) Acute triangle ( all angles < 90) 2) Scalene triangle ( all sides different)
lets see how to construct this
okay
Describe the process to construct an acute scalene triangle with vertices PQR using only a compass and straightedge, where Q is a point on a horizontal line segment XY.
since Q is given as the point on the horizontal line segment XY, step 1 : Place the compass on the point Q , and swing an arc from one side of the line to the other side. This will create a semi-circle.
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