Question

So either A or C?
Classify the triangle based on the side lengths 10, 12 and 23.

Answer 1

so which is it? A or C?

Answer 2

What is greater? \(10^2 + 12^2\) or \(23^2\)?

Answer 3

because B and D are out of the questions

Answer 4

first try and make sure it's a triangle first

Answer 5

is 10 + 12 greater than 23?

Answer 6

Right.

Answer 7

I mean - right is not the answer, but right is what lgba said ;)

Answer 8

23 is greater than 10 + 12

Answer 9

but is 10 + 12 greater than 23?

Answer 10

Answer in yes/no. @Trexy

Answer 11

If \(a,b,c\) are random sides, then \(a + b > c\) in any given triangle.

Answer 12

Do you see that getting fulfilled here?

Answer 13

for Igba's question i will say no

Answer 14

so can you form a triangle?

Answer 15

Let's say that \(a = 12\),\( b = 10\) and \(c = 23\)

Answer 16

NO

Answer 17

Yep!

Answer 18

there you go

Answer 19

That's it heh

Answer 20

thank you so much.. Much better.. i kinda know this one now.. @ParthKohli and @lgbasallote

Answer 21

:)