[PDF] HKDSE Core Math 2015 Paper 1 - WordPresscom

015 Q 12 (a) Mean = 55 kg, median = 52 kg, range = 39 kg (b) Let kg and kg be the 



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HKDSE Core Math 2015 Paper 1 - WordPresscom

015 Q 12 (a) Mean = 55 kg, median = 52 kg, range = 39 kg (b) Let kg and kg be the 



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HKDSE Core Math 2015 Paper 1 (Solutions)

1 For official marking scheme, please refer to HKEA publications.

1. HKDSE 2015 Q.1

2. HKDSE 2015 Q.2

3. HKDSE 2015 Q.3

4Š‡ "‡“—‹"‡† ""‘"ƒƒ"‹Ž‹-›ൌ͵൅-൅ͳ

4. HKDSE 2015 Q.4

5. HKDSE 2015 Q.5

(a) ͹െ͵ݔ

4Š—•ǡ-Š‡ "‡“—‹"‡† "ƒ‰‡ ‹• ݔ൐ͳ͵

(b) 4

6. HKDSE 2015 Q.6

HKDSE Core Math 2015 Paper 1 (Solutions)

2

7. HKDSE 2015 Q.7

Let ݔ be the number of apples owned by Billy.

8. HKDSE 2015 Q.8

ס Aൌס ס Aൌס

Thus, ס

In ȟ, ס൅ס

Thus, ס

ס A൅סAൌס

9. HKDSE 2015 Q.9

(a) Let ߠ Therefore, the angle of the sector is ͹ͷι.

10. HKDSE 2015 Q.10

(a) Let 3ൌܽ൅ܾ݊, where ܽ and ܾ

Solving, we have ܽൌ͸͸-- and ܾ

HKDSE Core Math 2015 Paper 1 (Solutions)

3

11. HKDSE 2015 Q.11

B‘-‡ -Šƒ- െͳെξͷ

Thus, the claim is disagreed.

12. HKDSE 2015 Q.12

(a) Mean ൌͷͷ ‰, median ൌͷ- ‰, range ൌ͵ͻ ‰ (b) Let ܽ ‰ and ܾ ‰ be the weights of the two students, where ܽ൑ܾ

Case 1 : ܽ

Then ܾ

Under this case, ܾ

Then ܽ

Thus, the weights of the two students are 52 kg and 80 kg.

HKDSE Core Math 2015 Paper 1 (Solutions)

4

13. HKDSE 2015 Q.13

(a) In ȟA and ȟ, ס Aൌס

Aൌ (given)

Aൌ (property of square)

׵ ȟA؆ (b) By (a), we have סAൌס ס Aൌͳͺ-ιെסAെסAൌͻ-ιെס

Thus, ȟ

is a right-angled triangle.

14. HKDSE 2015 Q.14

(a) (i) 3Ž‘"‡ ‘ˆ 01ൌ-͵൅ͳ

Equation of L : ݕെͳͳൌ͵

(ii) Equation of the circle passing through P, Q and R :

Thus, the required diameter is 50.

HKDSE Core Math 2015 Paper 1 (Solutions)

5

15. HKDSE 2015 Q.15

Relative to other students, David performs better in the Science examination than in the

Mathematics examination.

Thus, the claim is correct.

16. HKDSE 2015 Q.16

(b) 4Š‡ "‡“—‹"‡† ""‘"ƒ"‹Ž‹-›ൌͳെସଽ൅ଵହൈଷଽ

17. HKDSE 2015 Q.17

Thus, the greatest value of ݊ is 64.

HKDSE Core Math 2015 Paper 1 (Solutions)

6

18. HKDSE 2015 Q.18

In this case, ST is a vertical line.

So, the perpendicular bisector of ST is a horizontal line. Therefore, the circumcentre of ȟC34 does not lie on the ݔ-axis.

Thus, the claim is incorrect.

HKDSE Core Math 2015 Paper 1 (Solutions)

7

19. HKDSE 2015 Q.19

The distance between A and C is 42.9 cm.

(ii) •‹ס A"‡ƒ ‘ˆ -Š‡ "ƒ"‡" ...ƒ"†ൌͳ i.e. the area of the paper card varies as •‹ס The area of the paper card is the greatest when ס

When סAൌͻ-ι, we have ס

When ס

When ס

(b) Let M be the mid-point of CD. ൌA...‘•ס

AൌA•‹ס

Volume of the pyramid ABCD

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