Question

figure B is scaled copy of figure A

_________ 9__________
\ \
3.6 \ \ 3.6
\ ___________________ \
9

Answer 1

Based on your description, it seems that Figure A is a geometric shape (perhaps a rectangle or parallelogram) with dimensions measured as 9 units in width and 3.6 units in height. Figure B is a scaled copy of Figure A.

To find the scaling factor and the dimensions of Figure B, you would typically want to know how much larger or smaller Figure B is compared to Figure A. The scaling factor can be expressed as:

\[
\text{Scaling Factor} = \frac{\text{Dimension of Figure B}}{\text{Dimension of Figure A}}
\]

Without specific values for the dimensions of Figure B, I can suggest how to calculate the scaling factor if you have that information. If you provide dimensions for Figure B (the length and height), I could help you find the scaling factor and confirm the relationship between the two figures.

If you simply need to determine the dimensions of Figure B when given a scaling factor, you can apply it as follows:
- Width of Figure B = Scaling Factor × Width of Figure A
- Height of Figure B = Scaling Factor × Height of Figure A

Let me know if you have specific dimensions or if you need further assistance!