Triangles and Congruency, two trinagles, apex touching, long sides samew 10cm, short side 6cm, find x on short side.

Triangles and Congruency, two trinagles, apex touching, long sides samew 10cm, short side 6cm, find x on short side.

1-2. Roxy and Heaven are standing at the seashore 10 miles apart. The coastline is a straight line between them. Both can see tuhe same ship in the water. The angle between the coastline and the line...

A) What is the length of each side of the smallest equilateral triangle that will hold 10 circles, each with a diameter of 1.5 inches? B) How many square inches of the triangle's area...

Based on the given information, can you conclude that ?QRS≅?TUV ? Explain. Given: (QR) ≅(TU) ,(QS) ≅(TV) and <R = <U, prove ?QRS≅?TUV Please show...

The figure is a triangle with the top point A, left bottom point B, right bottom point C.A circle is drawn that there are 6 points intersecting on the triangle, the uppermost one on line AB is D,...

I hate these questions

Another hard question I encountered.

One side of triangle is 5 more than 2 times the shortest side. The third side is 9 feet more than the shortest side. The perimeter is 50. Find all three sides.

Title. I've been given only the length of two sides of a triangle. How do I determine if that triangle is a right triangle or not a right triangle?

detail of figure - draw a triangle ABC .then from vertex B draw a angle bisector which meet AC at point E .similarly from vertex C draw angle bisector which again meets AB at point F .PLEASE SIR SOLVE...

Description of figure - draw a triangle PQR .QR is the base of triangle .from vertex Q draw a dash line which cuts opposite side PR at point S .similarly from vertex R .drop median on opposite side...

10 5/2 125/2 50 35 2/5

Solve the concept using triangle of grade 9

I'm in geometry and this is a problem I've been stuck on for a while now, "there exists a point T on the interior of <(angle sign)ABC such that BT->(ray sign) is an angle bisector. m<ABC=3x-5...

If ABC is a triangle and D and E are points on AC and AB. BD and CF intersect at F. Areas of FBE, BFC and FDC is 10,20 and 16, find the area of AEFD

Kristen is flying a kite. The length of the kite string is 55 feet and she is positioned 33 feet away from beneath the kite. About how high is the kite? A) 47 ft B) 45 ft C) 44 ft...

Solving the triangles: a=3, b=2, angle A=40° Please solve step by step

how to find the value of x in a triangle

What would the area of the triangle be if angle A is 137 degrees, side b is 628.3 m and side c is 843.1 m?

Has to do with trig and sin cos and tan. I dont know how to draw the triangle or answer the question