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Block 2
Compound Angle Formulae
What is to be learned?
• How to deal with exam type questions
involving compound angles formulas.
A
C
B
D
Write the exact value of sin DAB
3
5
LDAB = 90 + x
x
sin DAB = sin (90 + x)
Mark Angle
Write like a formula Cos(A – B ) etc.
Exam Type Question
A
C
B
D
3
5
x
sin (90 + x) = sin 90 cos x + cos90 sin x
? ?
sin x = 3
/5
cos x
√ (52
– 32
)
4
= 4
/5
= 1(4
/5) + 0(3
/5)
= 4
/5
Calculate Missing Values
using sin(A + B)
formula
1. Calculate the exact value of Cos DFG
Cos DFG = Cos(x + y)
Cos (x + y) = Cosx Cosy – Sinx Siny
= 1
/√5 X 1
/√10 – 2
/√5 X 3
/√10
= 1
/√50 – 6
/√50
= -5
/√50
= - 1
/
F
D G
E
√10
32
X Y
1
Using Pythag
√5
Key Question
x
x
4
3
2. Find the exact value of
a) Sin DAC
b) Cos DAC
3. Find the exact value of
Sin HFT.
A
B
C
D
3√7
/8
1
/8
F
G
H
T
x
5
√21
2
/5
x
x
4
3
2. Find the exact value of
a) Sin DAC
b) Cos DAC
3. Find the exact value of
Sin HFT.
A
B
C
D
3√7
/8
1
/8
F
G
H
T
x
5
√21
2
/5

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Compound angle examples

  • 2. What is to be learned? • How to deal with exam type questions involving compound angles formulas.
  • 3. A C B D Write the exact value of sin DAB 3 5 LDAB = 90 + x x sin DAB = sin (90 + x) Mark Angle Write like a formula Cos(A – B ) etc. Exam Type Question
  • 4. A C B D 3 5 x sin (90 + x) = sin 90 cos x + cos90 sin x ? ? sin x = 3 /5 cos x √ (52 – 32 ) 4 = 4 /5 = 1(4 /5) + 0(3 /5) = 4 /5 Calculate Missing Values using sin(A + B) formula
  • 5. 1. Calculate the exact value of Cos DFG Cos DFG = Cos(x + y) Cos (x + y) = Cosx Cosy – Sinx Siny = 1 /√5 X 1 /√10 – 2 /√5 X 3 /√10 = 1 /√50 – 6 /√50 = -5 /√50 = - 1 / F D G E √10 32 X Y 1 Using Pythag √5 Key Question
  • 6. x x 4 3 2. Find the exact value of a) Sin DAC b) Cos DAC 3. Find the exact value of Sin HFT. A B C D 3√7 /8 1 /8 F G H T x 5 √21 2 /5
  • 7. x x 4 3 2. Find the exact value of a) Sin DAC b) Cos DAC 3. Find the exact value of Sin HFT. A B C D 3√7 /8 1 /8 F G H T x 5 √21 2 /5