Which set of three numbers could represent the lengths of the sides of a right triangle? A.7,24,25 B.8,9,10 C.9,11,14 D.15,18,21
@AloneS
i would say A but i am not sure i will check for you give me a sec.
given sides a,b,c such that a<c and b<c , what is the property that tells you if the triangle is right angled ??
@bannana43 please refrain from giving out direct answers - please explain and then let the person with the question answer - this just ensures they understand
sorry about that
is < less than?
yes
so a is lees than b which is less than c?
*less
No... a is less than c and b is less than c
so a can be bigger than b?
yes
ok but here in this case there all smaller
let me explain... here a=7, b=24, c=25... the property i was referring to was for given a,b,c such that a<c and b<c, a triangle is called a right angled triangle if \[a^2 + b^2 = c^2\]
ok so i think its a... cause 7x7=49 and 24x24=576 and when you add them they equal 625 which is what 25x25 equals
@xavier123
am i right?
yes... this is called Pythagorean theorem and the values that satisfy this property are called Pythagorean triplets. other examples could be (3,4,5) and (5,12,13)
i think so
thanks
np, i send you message
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