Math, asked by sandhyaupadhyay775, 3 months ago

PT is a median of a triangle PQR.Is PQ+QR+PR>2PT?(consider the sides of triangles ∆PQT and ∆PTR.)

Answers

Answered by astrid44

Answer:

PT is a median of a triangle PQR.Is PQ+QR+PR>2PT?(consider the sides of triangles ∆PQT and ∆PTR.). 2. See answers. Log in to add comment. Answer. 0. asrafulhaque740. Virtuoso. 91 answers.

Previous Question

Next Question

Similar questions

English, 1 month ago

"swallow,swallow little swallow ," said the prince,"will you stay with me fir one night ,and be may messenger? " (n.c)...

Hindi, 1 month ago

गया के साथ जाते समय हीरा-मोती क्या सोच रहे थे ? Answer: A वाह! नया मालिक खूब बढ़िया चारा देगा। B. नए मालिक के यहाँ काम नहीं करना पड़ेगा। C. झूरी ने हमें क्यों बेच दिया है ? D. सही विकल्प नहीं दिया गया है।...

India Languages, 1 month ago

which is the oldest language...

English, 3 months ago

4. Why did Monsieur Madeleine confess in front of the jury?

Math, 3 months ago

$\sqrt{324 } + \sqrt{1296}$ ...

Geography, 10 months ago

How can we fulfilb the increasing demand of fresh water...

Math, 10 months ago

4/x-3= 5/ 2x +3 , x is not equal to 0, -3/2...

Math, 10 months ago

7. Check whether the first number is a factor of the second number or not. a) 4: 506 b) 7; 781 c) 5; 880 d) 6: 684 e) 11; 1,245 f) 12; 2,568 g) 15; 5,276 h) 17; 4,284...

PT is a median of a triangle PQR.Is PQ+QR+PR>2PT?(consider the sides of triangles ∆PQT and ∆PTR.)​

Answers

PT is a median of a triangle PQR.Is PQ+QR+PR>2PT?(consider the sides of triangles ∆PQT and ∆PTR.)