Consider a right triangle with a side of length x opposite angle A, a side of length y opposite angle B and a hypotenuse of length z opposite the right angle. If sin B and x = 23, find the length of the other side (y) and the length of the hypotenuse (z).

Q: Given Circle 0, AB is congruent to CD, OF = 4x +9, OE = 29. Solve for x.

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Q: Y 25.6 in 41° XZ X

A: Given triangle is right angle triangle So, Cos(41)= XZ/25.6   => 0.7547*25.6 = XZ  => XZ= 19.3…

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Q: Consider a right triangle with a side of length x opposite angle A, a side of length y opposite…

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Q: In Circle O, AOC Is a diameter, ADB is a secant, and BC is a tangent. If the measure of arc DC is 3…

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Q: In Circle O, AOC is a diameter, ADB is a secant, and is a tangent. If the measure of arc DC is 3…

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Q: The tangent of an angle is ____ greater than 1 .

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Q: In circle O, AOC is a diameter, ABDos a secant, and BC is a tangent. If the measure of the arc DC is…

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Q: Consider a right triangle with a side of length x opposite angle AA, a side of length yy opposite…

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Q: Given Circle 0, AB is congruent to CD, OF = 4x +9, OE = 29. Solve for x. F.

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Q: Given Circle 0, AB is congruent to CD, OF = 4x +9, OE-29. Solve for x.

A: we have to find the value of x

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Q: In Circle O, AOC is a diameter, ADB is a secant, and BC , is a tangent. If the measure of arc DC is…

A: Hope this answerd this question

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Q: In Circle O, AOC is a diameter, ADB is a secant, and BC is a tangent. If the measure of are DC is 3…

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Q: In Circle O, AOC is a diameter, ADB is a secant, and BC is a tangent. If the measure of arc DC is 3…

A: Here we will find measure of arc DC,

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Q: In Circle O, ACOC is a diameter, ADB is a secant, and BC is a tangent. If the measure of arc DC is 3…

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Q: In Circle O, АОС is a diameter, ADB is a secant, and BC is a tangent. If the measure of arc DC is 3…

A: The objective is to find the measure of A.

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