True or False The larger the number of sides of a polygon, the greater the sum of the measures of its interior angles?
do you know what is the difference from larger and greater ?
what do you mean?
how ie the larger number and how is the greater sum ?
nope well what i understand is the larger the number the greater the sum but im not sure thats why im asking because it might be reverted
ok so the sum of interior angles of indifferent polygon is 360 degree ,hope do you know this sure ,yes ?
hey can you guys please just take a look at my question and tell me what you think
so its true
so for indifferent case on a perimeter of a cyrcle do you can draw more sides than 360 for being the number of sides greater than the sum of interior angles ?
you mean like 360 540 and etc? i havent encountered indifferent case
so first of all what is a polygon ?
many sides
sorry im not good in math
@hartnn please help understanding the difference
oh so polygons are lines that are connected to form a chain or something(read from book)
@hartnn opinion ?
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nopes, its (n-2) * 180 so its 180n-360 so, larger the number , greater is the sum
so 180=interior then 360 will be the exterior sides??
huh?
im really confused but i remembered the formula 180(n-2)/2 thanks anyways
what if the sum of the measures of the interior angles of a polygon is always a multiple of 180 is it true?
As the sum formula is 180 (n-2) , it will always be the multiple of 180, for any integer value of n
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