https://file.aiquickdraw.com/mathbot/file/172655588207502bfwne2.jpg

The question in the image is written in Indonesian and translates to:

"If the three pieces of cake in the shape of triangles are stacked vertically, the total height is \( a \sqrt{b} \) cm. It is known that \( a = \) ___ and \( b = \) ___ (Fill in with the smallest values)."

The diagram shows three stacked triangular pieces, and the goal is to determine values for \( a \) and \( b \), where the total height is \( a \sqrt{b} \).

Let's proceed by analyzing the shape.

Since each layer of the stacked cakes forms a triangle, they may represent geometric solids like pyramids or triangular prisms. The height of each triangle, combined, should add up to the total height represented by \( a\sqrt{b} \).

To find values for \( a \) and \( b \), I'll need to analyze if these triangles follow a specific geometric progression or any pattern.

Would you like to continue with further assumptions or explanations about possible geometric properties, such as height ratios or the triangle types?

Jika ketiga potongan bolu berbentuk segitiga disusun tegak menumpuk, total tingginya adalah a√b cm. Dapat diketahui bahwa a = ___ dan b = ___ (Isi dengan nilai bilangan terkecil).

Learn how to determine the height of stacked triangular shapes with the formula a√b. This problem involves geometric and algebraic concepts, including the total height of triangular solids. Suitable for students in Grades 9-10.

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