Questions LLC
Login
or
Sign Up
Ask a New Question
Mathematics
Geometry
Angles
△XYZ∼△RST . m∠X=50° , m∠S=79° . What is the measure of angle T ?(1 point)
m∠T =
°
1 answer
Since triangles XYZ and RST are similar, their corresponding angles are equal. Therefore, angle T is congruent to angle X. Thus, m∠T = 50°.
You can
ask a new question
or
answer this question
.
Related Questions
△XYZ∼△RST. m∠X=50°, m∠S=79°. What is the measure of angle T?(1 point)
m∠T =
In the diagram triangle xyz is isosceles with xy=xz.Also,point w is on xz so that xw=wy=yz.The measure of angle xyw is
Using ruler and a pair of compasses only
I.construct a triangle ∆XYZ such that XY=10cm angle <YXZ=45° and angle <XYZ=60°
construct a triangle XYZ in which |YZ|=6 cm angle XYZ=60° and |XZ|=9 cm measure|XY| , construct a mediator of XY and draw a
△XYZ∼△RST. m∠X=50°, m∠S=79°. What is the measure of angle T?(1 point) m∠T =
△XYZ∼△RST . m∠X=50° , m∠S=79° . What is the measure of angle T ?(1 point) m∠T = °
△XYZ∼△RST. m∠X=50°, m∠S=79°. What is the measure of angle T?(1 point)m∠T = °
△XYZ∼△RST . m∠X=50° , m∠S=79° . What is the measure of angle T ?(1 point)
m∠T =
△XYZ∼△RST . m∠X=50° , m∠S=79° . What is the measure of angle T ?
△XYZ∼△RST. m∠X=50°, m∠S=79°. What is the measure of angle T?
