
Something went wrong!
The
video
couldn't load due to a technical hiccup.
But don't worry — our team is already on it, and we're working hard to get it back up ASAP.
Thanks for bearing with us!
Last updated at Dec. 16, 2024 by Teachoo
Something went wrong!
The
video
couldn't load due to a technical hiccup.
But don't worry — our team is already on it, and we're working hard to get it back up ASAP.
Thanks for bearing with us!
Transcript
Example 6 β ABC is right-angled at C. If AC = 5 cm and BC = 12 cm find the length of AB. Here, In right angled βABC, right angled at C, AB = ?, AC = 5 cm, BC = 12 cm By Pythagoras theorem, γπ΄π΅γ^2 = γπ΄πΆγ^2 + γπ΅πΆγ^2 γπ΄π΅γ^2 = γ(5)γ^2 + γ(12)γ^2 γπ΄π΅γ^2 = 25 + 144 γπ΄π΅γ^2= 169 γπ΄π΅γ^2 = γ(13)γ^2 Cancelling squares π΄π΅ = 13 cm Therefore, π¨π© = 13 cm