Question

O convince Jada that B' C' D' is not a dilation of BCD using A as the center of dilation, you would need to check the following:

Ensure that the corresponding sides of B' C' D' are not proportional to the corresponding sides of BCD.
Confirm that the corresponding angles of B' C' D' are not congruent to the corresponding angles of BCD.
Calculate the scale factor (dilation factor) between B' C' D' and BCD, and if it's not a constant factor, it's not a dilation.
Check that the center of dilation A does not meet the criteria for being the center of dilation for B' C' D'.

Answer 1

To convince Jada that B' C' D' is not a dilation of BCD using A as the center of dilation, you would need to check the corresponding sides, angles, and scale factor.

Step-by-step explanation:

To convince Jada that B' C' D' is not a dilation of BCD using A as the center of dilation, you would need to check the following:

1. Ensure that the corresponding sides of B' C' D' are not proportional to the corresponding sides of BCD.
2. Confirm that the corresponding angles of B' C' D' are not congruent to the corresponding angles of BCD.
3. Calculate the scale factor (dilation factor) between B' C' D' and BCD, and if it's not a constant factor, it's not a dilation.
4. Check that the center of dilation A does not meet the criteria for being the center of dilation for B' C' D'.