2. A rectangle ABCD is contained in the unit circle (circle centered at the origin with radius 1). Suppose that we know the following: the point A is the origin, (0, 0). 1 the point B lies on the x-axis with a positive x-coordinate. the point C lies on the unit circle with a postive y-coordinate. Find the point D that maximizes the area of the rectangle.

Q: State the equivalents to (1/x+3) - (2/5x+1)

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Q: I'm curious in step 3, how did you get the value 1.2189?

A: Let's solve. Above calculation is wrong.

Q: Anthony is trying to calculate 2 x 5/7 . He makes a math drawing as in this figure and concludes…

A: This reasoning completely violates the rules of operations on fractions.

Q: how can -5 not be included when it would give 1/50 when plugged in?

A: The answer is in step 2.

Q: Given (−x+2)^4 then the 5th term is:

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Q: it's pi/8 not n/8

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Q: 1/3+6/10 explain why the answer is 14/15?

A:

Q: Simplyfy x⁵/y¹¹ × x-⁹y¹⁴z⁷/xy⁰z²² × (xyz)⁴/x-⁸

A: Given, x5y11×x-9y14z7xy0z22×xyz4x-8 To simplify this expression.

Q: -7/6 - (-2/9) =-25/18

A: Consider L.H.S. and Solve by taking LCM of denominators.LCM of denominators (6,9) = 18

Q: Sobe by Sato titator 2X x2 +8X+25

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Q: a previous person answered this question but for the first one he used 5 instead of 6 and -1 instead…

A: In the question we have to find piece wise function.

Q: -16 2/3 = -3 1/2 x -(-4 3/5)

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Q: When 8 is added to the number that is produced by doubling the number x, the result is equal to 8…

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Q: what is 2x1/2x 3/4 =

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Q: tion 10 37 = 1 8z + 9 or z:

A: