The diagram shows AB graphed on a coordinate plane. B (4, 6) 6- -5 4 3 2 -5 -4 -3 -2 -1 4 -1- -2 3 -5- À (-2, -6) -6- Point C partitions AB into two parts so that the ratio of the length of AC to the length of CB is 1:5. What are the coordinates of point C? 5.

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A: I am attaching image so that you understand each and every step.

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A: topic - congruent triangles

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A: Simply use the property of isosceles trapezoid and simplify the equation.

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A: We can answer question no 4 and 5 as below.

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A: This question can be solved using the properties of angles formed by a chord in a circle.

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A: Apologies for the inconvenience. You also have written to solve 2-6, in the instruction. That's why…

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A: We have to find the value of outer arc and inner arc.so we 1stly find the value of X.

Q: 42 °59 36 °45 B ***** 111 °05" 29 °39 ERY D. 51 °39 What is the interior angle AED? C. ...***

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Q: .B

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A: see below the answer and explanation

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Q: B

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