Thread Content
As shown in the figure, there are two squares of different sizes; the smaller square is inside the larger one. The difference in their areas is 56. Find the area of the shaded region in the figure.
The 【Haichuan Equipment Guessing】 series is being updated continuously in 2021; all Haichuan fans are welcome to participate actively! https://bbs.hcbbs.com/thread-2079686-1-1.html (Source: Haichuan Chemical Industry Forum – Huahai Chuanliu) ------------------------------------------------------------------------------- This is a compilation post from the 【Haichuan Safety Discussion】 series; it is being updated continuously. Everyone is welcome to participate in the discussions! https://bbs.hcbbs.com/thread-3235104-1-1.html (Source: Haichuan Chemical Forum – Huahai Chuanliu) ----------------------------------------------------------------------- A compilation post on the history of Haichuan pipes is being updated continuously; learn about the development process of various types of pipes. https://bbs.hcbbs.com/thread-3068575-1-1.html (Source: Haichuan Chemical Forum – Huahai Chuanliu)
It’s one method; there’s another as well. For two integers whose square difference is 56, this method can be used to determine the sizes of the two squares
It’s actually half of the area difference. 28
This post was last edited by Yang Qing on 2021-7-26 at 12:03. This approach is relatively easy to find. ;There’s no need to calculate the side lengths at all~
I agree with the 6th and 7th floors; isn’t it just half of the area difference, which is 28?