Yes, Equilateral Triangles have congruent sides and angles.

Question

asked 2021-02-01

One side of an equilateral triangle is given. Solve for the other sides.

3 ft

1 in.

93 m

8.4 yd

\(\displaystyle{8}\frac{{3}}{{4}}{c}{m}\)

3 ft

1 in.

93 m

8.4 yd

\(\displaystyle{8}\frac{{3}}{{4}}{c}{m}\)

asked 2021-01-31

The triominoes shown are pieces from a game. Classify the shape of a triomino by its sides and angles.
What is the measure of the lagest angle?

How many sides are congruent?

How many sides are congruent?

asked 2020-11-06

‘Rewrite the Jofinition “An equilateral triangle has three sides
vrite the definihon fv, biconditional.

asked 2021-01-15

A garden in the shape of a regular hexagon has sides that are each 5 meters long. If the height of each of the congruent triangles within the hexagon is about 4.33 meters, what is the area of the garden?

asked 2021-01-13

The drawing shows a uniform electric field that points in the negative y direction; the magnitude of the field is 5300 N/C.Determine the electric potential difference (a) VB - VA between points A and B, (b) VC - VB between points B and C, and (c) VA - VB between points C and A.

A-C is 10.0cm, b-c is 8.0 cm, a-b is 6.0 cm. They are all in a right triangle shape. With angle b having the 90 degree angle, and electric potential is pointing down. This is problem 56 in 7th edition.

A-C is 10.0cm, b-c is 8.0 cm, a-b is 6.0 cm. They are all in a right triangle shape. With angle b having the 90 degree angle, and electric potential is pointing down. This is problem 56 in 7th edition.

asked 2020-11-09

Determine whether the set have a subset relationship. Are the two sets disjoint or equivalent? Do the set intersect?

S={triangles with two \(\displaystyle\stackrel{\sim}{=}\) sides}, A={triangles with two \(\displaystyle\stackrel{\sim}{=}\angle{s}\)}

S={triangles with two \(\displaystyle\stackrel{\sim}{=}\) sides}, A={triangles with two \(\displaystyle\stackrel{\sim}{=}\angle{s}\)}

asked 2020-11-14

S={triangles with two \(\displaystyle\stackrel{\sim}{=}\) sides}, A={triangles with two \(\displaystyle\stackrel{\sim}{=}\angle{s}\)}

asked 2021-02-14

An equilateral triangle has an altitude that measures 6√3 cm. What is the perimeter of this triangle?

asked 2021-02-25

Can you draw two triangles each having two 45∘ angles and one 90∘ angle that are not similar? Justify your answer.

asked 2020-10-20

Determine whether the set have a subset relationship. Are the two sets disjoint or equivalent? Do the set intersect?

L={equilateral triangles}, E={equiangular triangles}

L={equilateral triangles}, E={equiangular triangles}