Question
In triangle ABC, the lengths of its sides are given as
AB = 8 cm, AC = 10 cm, and BC = 12 cm. Determine the length of the median drawn from vertex 'A' to the side BC.ÂSolution
If ABC is a triangle such that AB = 'c', BC = 'a' and AC = 'b', then length of median from 'A': = â[(2b2 + 2c2 - a2) á 4] 
Here, AB = 8 cm, AC = 10 cm and BC = 12 cm Therefore, required length of median = â[(2 X 102 + 2 X 82 - 122) á 4] = â[(200 + 128 - 144) á 4] = â(184/4) = â46 cm Â
Which private general insurer launched "Insurance Samjho," a Gen AI powered bot designed to simplify insurance complexities for customers?
_____ has been appointed as the Managing Director of the National High Speed Rail Corporation recently?
 The City Union bank has tied up with which of the following insurance companies to provide health and life insurance to its customers?
The Indian railways has launched an operation for the safety and security of the passengers, name the operation.
 Who has become the new Prime Minister of Israel?
Which country has signed a deal with the 420-MW solar power plant in Rajasthan named Thar Surya 1?
What will be the venue for the Winter Olympics 2026?
The Ministry of Environment, Forest & Climate Change organized âHariyali Mahotsavâ on 8th July, 2022 at which place?
Which state in India has the lowest birth rate?
Who topped Bloombergâs list of the Top 10 Richest Families in Asia in 2025?
