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11. The answer is C.
a3=4+5=9
a4=5+9=14
a5=9+14=23
a6=14+23=37
a7=23+37=60
a8=37+60=97
a9=60+97=157
a10=97+157=254
12. The answer is B.
Let h be the length and w be the width of the rectangle.
Original area of the rectangle= hw
New area of the rectangle= (1+50%)(hw)= (1+20%)h(1+x%)w
Therefore, 150%hw= (120%)(1+x%)hw
150%= (120%)(1+x%)
125%=1+x%
x=25
13. The answer is D.
2x=3y => x:y=3:2=6:4
x=2z => x:z=2:1=6:3
Therefore, x:y:z=6:4:3
(x+z):(x+y)=(6+3):(6+4)=9:10
14. The answer is C.
Let z=kx÷y.
Sub. x=3, y=4 and z=18,
18=(k)(3)÷4
k=24
Therefore, when x=2 and z=8,
8=(24)(2)÷y
y=6
15. The answer is B.
Maximum absolute error of the length of a side= 0.5cm
Maximum absolute error of the perimeter= 0.5+0.5+0.5= 1.5cm
Percentage error= 1.5÷(15+24+25)×100%= 2.3%
16. The answer is B.
cos∠DOA= OA:OD= 10:20= 0.5
∠DOA= 60°
tan∠BOA= AB:OA= 10:10= 1
∠BOA= 45°
Area of the shaded area
=Area of sector DOC- Area of triangle DOB
=202π×105°÷360°-(DA+AB)(OA)÷2
=202π×105°÷360°-(20sin60°+10)(10)÷2
=230cm2
17. The answer is A.
a= (2rπ)(r÷2)= r2π
b= 4πr2÷2= 2πr2
c= πrl= πr√r2+(2r2)= √5πr2
Therefore, a<b<c
18. The answer is B.
Area of ABCD= CD×DT
36=9×DT
DT=4cm
Since AT:TB=1:2,
AT:AB=1:3
AT:9=1:3
AT=3cm
AD2=AT2+DT2 (Pyth. Theorem)
AD2=32+42
AD=5cm
Perimeter of ABCD= 5+9+5+9= 28cm
19. The answer is A.
Refer to:
20. The answer is A.
Horizontal distance= AB+CD+EF= 1+2+3= 6cm
Vertical distance= BC+DE= 2+2= 4cm
Therefore, AF2= 62+42 (Pyth. Theorem)
AF=7.2cm
相關文章:香港中學文憑試模擬試題、HKDSE數學必修部分模擬試題卷二連答案 (HKDSE Maths Compulsory Part Paper 2 (Sample Paper) with Answers)
相關文章:香港中學文憑試模擬試題、HKDSE數學必修部分模擬試題卷二連答案 (HKDSE Maths Compulsory Part Paper 2 (Sample Paper) with Answers)
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