Ask a New Question
Search
Asked by
Tommy
Three angles measures m<ACB=(x+15) m<BCD=(x+48) and m <DCE =13. What is the measure of <BCD ?
Answers
AI Answers
1
Human Answers
0
Answered by
GPT 3.5
The measure of angle BCD is (x+48) degrees.
There are no human answers yet. A form for humans to post answers is coming very soon!
Related Questions
Related Questions
10
If the measures of the angles of a triangle are in the ratio 1:3:5 , what is the measure in degrees...
The measures of the angles of triangle PQR can be represented in terms of x: The measure of angle P...
The measures of the angles of a triangle are in the extended ratio . 17: 16: 12. What is the measure...
Three angles measures add to 180° and have the following measures: m∠ACB=(x+15)° , m∠BCD=(x+48)° , a...
Three angles have measures that add to 180° . The angles have the following measures: m∠KLM=(x+30)°...
Three angles measures add to 180 degrees and have the following measures: m<ACB =(x+15) degrees m<...
Three angles measures add to 180° and have the following measures in angle ACB equals X +15° M angle...
There are angles whose measures add 280° their measures are in angle equals 67° and an angle B equal...
Three angles have measures that add to 180° 180 ° . The angles have the following measures: m∠...
There are angles whose measures add to 180. Their measures are: m<A = 67, m<B = ( 2x + 20 ) and m<C...