44. Given: PQRS is a rectangle; LA is a right angle. Prove: BS · RC = PS • QR = (PS) · QR A P. B R C

Q: ZRQT is a straight angle. What are mZRQS and mZTQS? m/RQS = G R (12x+2)/(7x+7)° Q T

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Q: Find the value of x 14) m/2 = 9x - 12 2 138°

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Q: R U

A: m<STR is 39° , because both angle <SUR ANd <STR are drawn on the same arc SR.

Q: Solve fast and accurate please

A: Step 1: Step 2: Step 3: Step 4:

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: 9) Find x if m/RQP = 162° m/ROM= x + 44, and m/MQP = x + 122. R P M

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Q: 16) Given: AD is a tangent; AD = 8; CD = 5 Find: BC d tengent

A: It is given that AD is tangent to circle at point A having length AD=8. And, DCB is transversal line…

Q: Given 0 s0<360 , find two angles for which the cotangent is 0.

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Q: given secx =√2 and x is in the third quadrant, find the value of cotx

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Q: 7. In the triangles below, determine whether cos(R) is equal to cos(U). Explain.

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Q: The diagram below shows a rectangle ABCD. DE and AC intersect at F AD = 8 cm, CE = 3 cm and EB = 5…

A: here we need to prove that the given triangles are similar. we will prove this by AAA similarity…