65-2 %3D (b) In this part, all lengths are in centimetres. 4-3 4-55 4+V5 S5514+15)-214+ら) 4-155- 6-2V3 24r5+30-9ー2「5 16-5 C 22/5122 11 The diagram shows the triangle ABC with AB = 6- 2V3 and BC = 6+2 V3. Given thatI 6+2V3 cos ABC =-, find the length of AC in the form c Vd, where c and d are integers. 2 2' マ15+1) 21 25
65-2 %3D (b) In this part, all lengths are in centimetres. 4-3 4-55 4+V5 S5514+15)-214+ら) 4-155- 6-2V3 24r5+30-9ー2「5 16-5 C 22/5122 11 The diagram shows the triangle ABC with AB = 6- 2V3 and BC = 6+2 V3. Given thatI 6+2V3 cos ABC =-, find the length of AC in the form c Vd, where c and d are integers. 2 2' マ15+1) 21 25
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
Question
Question (b)
![page 36
PAPER 1
F2018
4. INDICES AND SURDS
1 Do not use a calculator in this question.
(3+2v5)(6 – 2 V5)
(4- V5)
(a) Simplify
giving your answer in the form a+bv5, where a and b on
integers.
13255) 16-2ら)
(4-V5)
3(6-255/t 2516-255)
(4-55)
18-615+1255
-20
(4-V5)
65-2
4-55
(b) In this part, all lengths are in centimetres.
4+V5
4-3
G5514+15)-2(4415)
4-(55
24r5+30-9ー2「5
16-5
6- 2V3
C 2215122
B
6+2V3
11
The diagram shows the triangle ABC with AB = 6 - 2V3 and BC = 6+2v3. Given that !
cos ABC =-
find the length of AC in the form cvd, where c and d are integers. 2 5
21 25
KS VENTUR](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fd4c2ba2d-89d9-4ecf-959b-3e3aa7eca382%2Faf7aa83b-f690-4596-afec-3d5934140d12%2Fczruu4f_processed.jpeg&w=3840&q=75)
Transcribed Image Text:page 36
PAPER 1
F2018
4. INDICES AND SURDS
1 Do not use a calculator in this question.
(3+2v5)(6 – 2 V5)
(4- V5)
(a) Simplify
giving your answer in the form a+bv5, where a and b on
integers.
13255) 16-2ら)
(4-V5)
3(6-255/t 2516-255)
(4-55)
18-615+1255
-20
(4-V5)
65-2
4-55
(b) In this part, all lengths are in centimetres.
4+V5
4-3
G5514+15)-2(4415)
4-(55
24r5+30-9ー2「5
16-5
6- 2V3
C 2215122
B
6+2V3
11
The diagram shows the triangle ABC with AB = 6 - 2V3 and BC = 6+2v3. Given that !
cos ABC =-
find the length of AC in the form cvd, where c and d are integers. 2 5
21 25
KS VENTUR
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