Since the area is calculated as half the product of the two sides, then if either side is zero, the area will also be zero. Therefore, by symmetry, the maximum area should occur when the sides are equal in length, resulting in each side being 10/√2=5√2
Thanks, great solution!
Since the area is calculated as half the product of the two sides, then if either side is zero, the area will also be zero. Therefore, by symmetry, the maximum area should occur when the sides are equal in length, resulting in each side being 10/√2=5√2
@@lucaslugao You are 100% correct! Not only are you correct, but your logic is far quicker! 😀
In india our NCERT books have same type of problem 😂
@@lalityt07 दिलचस्प