Eli wants to show that circle J is similar to circle K using transformations. What combination of transformations would map circle J onto circle K to show that the circles are similar? Select two answers that, when combined, show that the circles are similar. Dilate with a scale factor of . Dilate with a scale factor of 3. Dilate with a scale factor of 2. Translate 6 units right and 6 units down. Translate 6 units left and 6 units up. Rotate 90° clockwise.

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A: (a) (i) Here, we have 360°-----1 rotation2.2°------?2.2360=0.0061=0.0061×100%…

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Q: each length below. a) In the figure below, two secants are drawn to a circle from exterior point H.…

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Q: 10.

A: It will line parallel to EF, passing through the origin.

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A: From the given figure; AC¯=5 OB¯= OC= radius=3 Now find the length of OA OA=AC+OCOA=5+3OA=8

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A: We have been given a diameter of PS = 28 so, the radius is  r=d2r=282r=14

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A: this question is based on simple graph transformation.

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Q: 16+ 14- 12+ 10-

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A: We will find x.

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Q: Which of the following is NOT on the unit circle? V3 OP() OP(4-4) V3 3 3 3. O P() 2 3 OP(-) 2

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Q: Use the information 90° below for the image to the right. Cross-check your work! If a an answer…

A: according to our terms and  condition i have solved starting 3 parts for next parts please repost

Q: Find x. Round your answer to the nearest degree. 11 5 to

A: we know that tan θ = perpendicularbase Here   tan θ = ABBC