Please solve question no. 6
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Here's your answer...
We know that in a triangle, the sum of pair of sides is always greater than the third side.
We will use that property here.
Let the third side be x.
Then x+12>15, x+15>12 and 15+12>x
We will solve each of these inequalities.
x+12>15
x>3
Here's the first measure. x's length should be greater than 3.
x+15>12
x>-3
Yeah well, obviously, length cannot be negative, and we just found out that x should be greater than 3, so this inequality is useless.
15+12>x
17>x
x<17
Here's the second measure. x's length should be less than 17.
So the two measures between which x's length will fall are 3 and 17.
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Here's your answer...
We know that in a triangle, the sum of pair of sides is always greater than the third side.
We will use that property here.
Let the third side be x.
Then x+12>15, x+15>12 and 15+12>x
We will solve each of these inequalities.
x+12>15
x>3
Here's the first measure. x's length should be greater than 3.
x+15>12
x>-3
Yeah well, obviously, length cannot be negative, and we just found out that x should be greater than 3, so this inequality is useless.
15+12>x
17>x
x<17
Here's the second measure. x's length should be less than 17.
So the two measures between which x's length will fall are 3 and 17.
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