∆RST is an isosceles triangle with congruent sides RS and ST
Point M lies on RS and point N lies on ST
MN is parallel to RT
The length of SN is 23ft. And the length of NT is 10ft.
Measure angle S bisects the isosceles triangle with a measure of 50°
Since S bisects, MN and RT have a 90° angle on both lines
RT equals 28ft.
Measure angle U is 90° that lies between segment RT
What is the measure angle of T?
What is the measure angle of MNS?
What is the length of segment SU?

Question

∆RST is an isosceles triangle with congruent sides RS and ST
Point M lies on RS and point N lies on ST
MN is parallel to RT
The length of SN is 23ft. And the length of NT is 10ft.
Measure angle S bisects the isosceles triangle with a measure of 50° 
Since S bisects, MN and RT have a 90° angle on both lines
RT equals 28ft.
Measure angle U is 90° that lies between segment RT
What is the measure angle of T?
What is the measure angle of MNS?
What is the length of segment SU?

anonymous · Answer

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