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FIND THE SCALE FACTOR FROM FIGURE A TO FIGURE B ENTER A NUMBER ANSWER ONLY SIMPLIFY AND RATIONAL ANSWERS ROUND AND DECIMALS TO THE NEAREST TENTH

FIND THE SCALE FACTOR FROM FIGURE A TO FIGURE B ENTER A NUMBER ANSWER ONLY SIMPLIFY AND RATIONAL ANSWERS ROUND AND DECIMALS TO THE NEAREST TENTH class=

Sagot :

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Answer: 1.5

Step-by-step explanation:

To find the scale factor from figure A to figure B, we can find the ratio of a pair of their corresponding sides.

Let's use the left side of both triangles. The ratio would be:

Left side of A : Left side of B

= 12 : 18

Now, simplify the ratio by dividing both sides by 12. We want the left side of the ratio to be 1 (A's side) since we are finding the scale factor from A to B:

1 : 18/12

= 1 : 1.5

This ratio means that a side of figure B is 1.5x larger than the corresponding side for figure A.

Therefore, the scale factor from figure A to figure B is 1.5.

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