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How to do the third problem of the 25 th problem of mathematics in Hebei senior high school entrance examination? Somebody explain it to me.
You can figure it out yourself. When t=4, the length of equilateral triangle is 8, the height is similar, and the length covering AD is 2. From the second question, we can know that when t=5, the coverage length of AD is also 2, so we can know that during the period of 4≤t≤5, the coverage length of AD is always 2 (because after t > 5, the equilateral triangle and AD.

This is my thinking process in the examination room. I may not remember clearly.