1) In the accompanying diagram, AC and BD are chords of circle O and intersect at E. If mAB = 70 and mCD = 90, find m/BEA. !! C 90° E B 70이 A

Q: B= 17°, b 6.2, a = 10.60 O A. A= 150°,C= 13°, c= 4.8 O B. no triangle O C. A, = 30°, C, = 133°, c, =…

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Q: Find the center and radius of the circle with the given equations. a. x² + y² = 48 b. 3x² + 3y² = 21…

A: Here in given equations a, b, c we have to find the center and radius of the equation.

Q: Question 13: Write in standard form and graph the circle 2? +у? + Зх — 5у — 4 — 0. Hint: Complete…

A: Given equation of circle is

Q: You are designing a circular, pattern that has two stars on the circle with an arc of 50 degrees…

A: The angle made by the arc AB at the center 'O' of the circle is equal to the angle made at the…

Q: Day 5: (Synchronous Session) EXERCISE NO. 13.4 A. Directions: Write the equation of the circle in…

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Q: a. (x - 2) 2 + (y - 2) 2 = 40 b. (x - 2) 2 + (x + 2) 2 = 34 10. If the equation of the circle is x2…

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Q: 8) -8x=-15- x- y? | 曲

A: To find the centre and radius and graph it

Q: Find Θ to the nearest degree if Θ is the angle formed by connecting the point (3,-3) to the origin…

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Q: If the point A (4,3) and B(x,5) are on the circle with centre O (2,3). Find the Value of x

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Q: How far apart are the two fires

A: We have to find out the distance between the two fires.

Q: The cube root parent function y = Vx has been transformed a) 2.

A: given graph

Q: 1. If P, = (2,1), P2 = (-4,1) and P = (-4, –3) then state whether the triangle is right angle…

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Q: Find the distance from the point (1,3) and the line 3x+4y+53D0

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Q: C A O CA CX = BD · BX CX · XA = BX · XD O BX · XD = CA О СХ. ХА —D BD

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Q: 1. Write the gtand ard equation of a circle given eenter (1,3) and point on the circle (-4,15),"

A: The general equation of a circle is given by . Where, -g, -f is the centre of the circle.

Q: Suppose we have a triangle with A 40°, B= 60° and c = 4. Then a =

A: Sum of interior angles of a triangle is 180 degrees

Q: John and Jim are standing on the outside of a circular platform and form a 60 degree angle with the…

A: Since Mike is standing on the platform, he is standing on the circle.

Q: 60° 16

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Q: 5. If a triangle has sides a=2, b=3 and c=4, find cos(C).

A: Given that: a=2b=3c=4