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A quadrilateral has distinct integer side lengths. If the second-largest side has length 10, then the maximum possible length of the largest side is(a) 25(b) 26(c) 27(d) 28 |
Answer» Answer is : (b) 26 We have, side of quadrilateral has distinct integer second largest size has length 10. Let a = 8, b = 9, c = 10, (All are distinct) We know, in quadrilateral Sum of three sides is greater than fourth side ∴ a+b+c > d ⇒ 8+9+10 > d ⇒ d < 27 ∴ Maximum length of 4th side is 26. |
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