in which case you cannot construct a triangle with the following side? (i) 8cm,4cm,5cm (ii)13cm,6cm,7cm (iii)7cm,5cm,3 cm, (iv)4cm,4cm,10cm
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in case 4
I hope it will help you dear friend...
I hope it will help you dear friend...
Answered by
1
hey friend
here is ur answer
HOPE IT HELPS
❤❤❤❤❤❤
to check whether a triangle can be formed with the given sides first add the smallest two sides and check whether it is greater than the third side .
if their sum is greater than the third side only then the triangle is possible otherwise it is not possible
now let us see for the questions
1. adding 4 and 5 we get 9 CM
which is greater than the third side and so the triangle is possible
2. adding 6 and 7 we get 13
which is equal to the third side so the triangle is not possible
3. adding 5 and 3
we get 8
which is greater than the third side and so the triangle is possible
4. adding 4 and 4 we get 8 which is smaller than the third side
so the Triangle formed is not possible
⚫⚫⚫⚫⚫⚫
happy rose day
here is ur answer
HOPE IT HELPS
❤❤❤❤❤❤
to check whether a triangle can be formed with the given sides first add the smallest two sides and check whether it is greater than the third side .
if their sum is greater than the third side only then the triangle is possible otherwise it is not possible
now let us see for the questions
1. adding 4 and 5 we get 9 CM
which is greater than the third side and so the triangle is possible
2. adding 6 and 7 we get 13
which is equal to the third side so the triangle is not possible
3. adding 5 and 3
we get 8
which is greater than the third side and so the triangle is possible
4. adding 4 and 4 we get 8 which is smaller than the third side
so the Triangle formed is not possible
⚫⚫⚫⚫⚫⚫
happy rose day
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