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haileyhale5
06.05.2020 •
Mathematics
In a triangle RSM, the measure of angle SRM is twice the measure of angle RSM. A point O is selected on side RS such that SO=SM. The length of the angle bisector of angle RMS equals RO. What is the degree measure of angle RSM. The answer is a positive integer.
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Ответ:
Step-by-step explanation:
Given
suppose![\angle RSM =\angle 2](/tpl/images/0649/3013/c7932.png)
and![\angle SRM=1](/tpl/images/0649/3013/ac478.png)
So from figure
and![\angle OMS=\angle 0MR](/tpl/images/0649/3013/5d57d.png)
In triangle![SOM](/tpl/images/0649/3013/09f6d.png)
In triangle![RSM](/tpl/images/0649/3013/20c24.png)
and![\angle 1=2\angle 2](/tpl/images/0649/3013/01429.png)
Using this and Substitute this value in![(ii)](/tpl/images/0649/3013/3d65c.png)
Solving (i) and (iii) we get
Substitute in equation (i) we get
So![\angle 2=\frac{180}{5}](/tpl/images/0649/3013/262ba.png)
So![\angle RSM=\angle 2=36^{\circ}](/tpl/images/0649/3013/590a3.png)
Ответ:
i dont know how to answer this i just want the points lol
Step-by-step explanation: