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QUESTION 4 4. In the diagram. DEFG is a quadrilateral with DE = 20 and GF = 45. The diagonals GE and DF meet in H. GDE=FEG and DGE=EFG. D

QUESTION 4 4. In the diagram. DEFG is a quadrilateral with DE = 20 and GF = 45. The diagonals GE and DF meet in H. GDE=FEG and DGE=EFG. D

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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QUESTION 5 5. In the diagram, LK is a diameter of the circle with centre P. RNS is a tangent to the circle at N. T is a point on NK and TPI KL. PĹN=x. S N t 5.1. Prove that: 5.1.1. AKTP///AKLN 5.1.2. KT. KN=2KT2-2TP2 P
Transcribed Image Text:QUESTION 5 5. In the diagram, LK is a diameter of the circle with centre P. RNS is a tangent to the circle at N. T is a point on NK and TPI KL. PĹN=x. S N t 5.1. Prove that: 5.1.1. AKTP///AKLN 5.1.2. KT. KN=2KT2-2TP2 P
QUESTION 4 4. In the diagram. DEFG is a quadrilateral with DE = 20 and GF = 45. The diagonals GE and DF meet in H. GDE=FEG and DGE= EFG. D 4.1. Give a reason why ADEG/AEGF 4.2. Calculate the length of GE. 4.3. Prove that ADEH/AFGH 1.4. Hence, calculate the length of GH. 45 H 20 E
Transcribed Image Text:QUESTION 4 4. In the diagram. DEFG is a quadrilateral with DE = 20 and GF = 45. The diagonals GE and DF meet in H. GDE=FEG and DGE= EFG. D 4.1. Give a reason why ADEG/AEGF 4.2. Calculate the length of GE. 4.3. Prove that ADEH/AFGH 1.4. Hence, calculate the length of GH. 45 H 20 E
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