In triangle XYZ, if XY=4cm and YZ=7cm. Then the length of XZ is less than _____cm.
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Answer:
XZ is always less than 11 cm
Step-by-step explanation:
Given that In triangle XYZ, if XY=4cm and YZ=7cm.
We have to find the maximum value of third side i.e XZ.
As we know, the sum of two sides of triangle is always greater than third side of triangle.
Sum of two sides= XY+YZ=4+7=11 cm
Hence, third side is always less than the sum of above two sides i.e the third side which is XZ is always less than 11 cm
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