Final answer:
In order to find the number of blocks needed to build scaled copies of shapes, multiply the number of blocks in the original shape by the scale factor. The scaled copies with a scale factor of 5 would require 5 times the number of blocks, and those with a scale factor of 6 would require 6 times the number of blocks.
Step-by-step explanation:
Determining the required number of blocks for constructing scaled replicas of given shapes involves a straightforward method employing scale factors.
If the original shape demands 'x' blocks, the process extends as follows: when employing a scale factor of 5, the requisite number of blocks becomes 5 times 'x,' equivalent to 5x.
Likewise, if the scale factor is 6, the procedure remains consistent, necessitating 6 times 'x' blocks, denoted as 6x.
This approach simplifies the scaling process by establishing a direct correlation between the original number of blocks and the scale factor, facilitating accurate calculations for different scaling scenarios.
Essentially, the scaled copies demand a proportional increase in blocks based on the chosen scale factor, enabling a systematic and scalable approach to estimating the quantity of blocks needed for constructing enlarged or reduced versions of the initial shapes.
Complete Question:
How many blocks would it take to build scaled copies of the shapes using a scale factor of 5 and how many blocks would it take to build scaled copies of the shapes using a scale factor of 6?