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Here is a picture of Rectangle R, which has been evenly divided into smaller rectangles. Two of the smaller rectangles are labeled B and C. 1. Is B a scaled copy of R? If so, what is the scale factor? 2. Is C a scaled copy of B? If so, what is the scale factor? 3. Is C a scaled copy of R? If so, what is the scale factor? Rectangle R. B С C


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Here is a picture of Rectangle R which has been evenly divided into smaller rectangles Two of the smaller rectangles are labeled B and C 1 Is B a scaled copy of class=

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Answer:

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Step-by-step explanation:

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From the picture of the rectangle R divided into smaller triangles, the answers are;

1) Yes, B is a scaled copy of R with the scale factor being 1/2.

2) Yes, C is a scaled copy of B with the scale factor being 1/3.

3) Yes, C is a scaled copy of R with the scale factor being 1/6

We see the picture of the rectangle given.

  • Now, we see that rectangle R is initially divided into 4 equal parts named B. This means each side was divided into 2 equal parts, Thus, we can say the scale factor used to get Rectangle B was 1/2.

  • Now, For rectangle C, we see that Rectangle B was divided into 6 equal parts each named C. This means that each side of Rectangle B was divided into 3 equal parts. Thus, we can say that the scale factor used was 1/3.

  • 1) Yes, B is a scaled copy of R as explained in the first paragraph above with the scale factor being 1/2.

  • 2) Yes, C is a scaled copy of B as explained in the second paragraph above with the scale factor being 1/3.

  • 3) Yes, C is a scaled copy of R because C is a scaled copy of B which is in turn a scaled copy of R. The scale factor = 1/2 × 1/3 = 1/6

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