Triangle Similarities
In triangle ABC, with parallel lines WX and CB parallel to each other. AW = 4, AX = 2, WC = 10, and XB = x.
Find X
What is 5?
Triangle ABC has side lengths 5 4 2, and triangle XYZ has side lengths 5 4 2, are these triangles congruent? and if so, name the theorem used.
What is Side, Side, Side?
If Triangle ABC has exterior angle x across from interior angle c, and interior angle a is 30, interior angle b is 50, what is exterior angle x?
What is 30 Degrees?
What is the interior degree sum of a 3 sided shape?
What is 180 degrees?
If Triangle ABC is similar to Triangle XYZ, and they are inscribed in each other, sharing <ACB, and <XCY. XC is 3, and AC is 9. CB is 21, and ZY is 7. Are these two triangles similar, and if so, why?
What is Side, Angle, Side?
On Triangle ABC AB is 3, BC is 4, and AC is 5. On similar triangle XYZ, XY is 2.
Find XZ
What is 3 1/3?
Triangles ABC, and XYZ, have angles and sides as marked, AB = XY, <ABC = XYZ, and BC = YZ,
Are these two triangles congruent? And if so why?
If Triangle ABC has interior angle a as 99, b as 54, what is interior angle c?
What is 27 degrees?
What is the interior angles added together of a 5 sided shape?
What is 540 degrees?
Is Angle Side Angle enough to determine similar triangles?
What is yes?
On Triangle ABC, with parallel lines, WX, and YZ, parallel to BC, the base, side AC is 12, AW is 3, WY is 4. WX is 5.
Find BC
*NOTE, Parallel lines are noted from left to right
What is 20?
Two triangles, ABC, and XYZ, share sides at AB/XY. They form a parallelogram where A/X---Z is parallel to C----B/Y, and A/X-----C is parallel to Z------B/Y . Are these two triangles congruent, and if so, give the theorem used.
If Triangle ABC has interior angle a as 3, b as 19, what is interior angle c?
What is 158 degrees?
What is the interior angles added together of a 8 sided shape?
What is 1080 degrees?
Is Side Side Angle enough enough to determine similar triangles?
What is no?
On Triangle ABC, with parallel line WX to CB, AC is 15, and AW is x. CB is 10. On Similar Triangle POV with JK parallel to its base, PV is 20, KO is 5, and PK is 6.
Find WX
Triangles ABC, is similar to XYZ, with a shared side of AB, and XZ. They form a quadrilateral with angle CAB = YXZ, and Angle XYZ = ACB, are they congruent?
What is no?
If Triangle ABC has exterior angle x across from interior angle c, and interior angle a is 30, interior angle b is 50, what is exterior angle x?
What is 80 Degrees?
What is the interior angles added together of a 12 sided shape?
What is 1800 degrees?
Is Side Side Side enough to determine similar triangles?
What is yes?
In Triangle ABC, with AC = 10, and AB = x. Similar Triangle XYZ with parallel line BP to the base, has BP = 5, XB = 3, BZ = 4, XP = y, and PY = 8.
Find CB, round to the nearest 100th
Two triangles, ABC, and XYZ, share side AB/XZ. Angles YXZ = CBA, and angles CAB = YZX. Are these triangles similar and if so, how?
What is Angle, Side, Side?
If a square is split into 4 equal sections, with the lines drawn through the corners, and the angle measure of the inside 4 angles are 360, and 1 angle from the middle is 90, what is the angle measurement of one of the split corners of the square?
What is 45 degrees?
What is the interior angles added together of a 121 sided shape? round to nearest whole number
What is 21,420 degrees?
If Triangle XYZ is inscribed in ABC, in such a way that they share one angle, <ACB = <XZY, and CX is 1/4 of AC, and ZY is 1/3 of CB, are these triangles similar, and if so why?
No, the sides are not proportional to each other, 1/4 is not the same as 1/3.