Question

Figure B is a scaled copy of figure A what is the scale factor from figure A to figure B​

Answer 1

the scale factor is 9

Explanation:

cause u count the units in figure B and it came to 27 and figure a is 3 so what can u times by 3 to get 27 thats how i got it lol

Answer 2

The scale factor from Figure A to Figure B is 9. This indicates that Figure B is 9 times larger than Figure A.

To find the scale factor from Figure A to Figure B, you can use the formula:

`\[ \text{Scale Factor} = \frac{\text{Number of Boxes in Figure B}}{\text{Number of Boxes in Figure A}} \]`

In this case:

`\[ \text{Scale Factor} = (27)/(3) = 9 \]`

Therefore, the scale factor from Figure A to Figure B is
`9`. This means that Figure B is
`9` times larger than Figure A.

Since Figure B has 27 boxes compared to Figure A's 3, the ratio is 27:3, simplifying to 9:1. This implies that each unit in Figure A has been expanded or scaled up by a factor of 9 in Figure B. The scale factor is crucial in understanding the proportional relationship and size transformation between the two figures.