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Bbf mathematics eighth grade
First, multiple-choice questions (3 points for each small question, *** 18 points)

Title 1 2 3 4 5 6

Answer A C A D C B

Fill in the blanks (3 points for each small question, 27 points for * * *)

Title: 78910112131415.

Answer 1 6 4a5

B6395 (not unique)

90 30 53

Iii. Answering questions (***55 points)

16.(6 points) 2 points for each map, each grid 1 point, ***6 points.

(1) The following figures are for reference:

(2) The following answers are for reference: The above figures are from left to right; No; It is not a surface expansion diagram of a cube.

17.(6 points) solution: original formula = 4x2+y2+4xy-(2x2+2xy-xy-y2)-2 (x2-4y2) ....................................................................................................

= 4x 2+y2+4xy-2 x2-2xy+xy+y2-2 x2+8 y2

=10y2+3xy ................................. 5 points.

Replace the values of x and y you choose,

And correctly obtain the value of the original formula. ........................................................................................................................................................................

18.(7 points)

Guess: AE and BD are parallel. ................. 2 points.

Reason: Because ∠ 1 = 105, ∠ 1 = 3 ∠ 2,

So ∠ 2 = 35, and because ∠ C = 70, so.

So ∠ CFB =180-35-70 = 75 ...................., 5 points.

So ∞∠DFA =∠CFB = 75.

So ∠ DFA+∠ 1 = 180.

So AE ‖ BD.....................7 points.

19. (3 points for each space, * * * 9 points)

Solution: (1); (2) ; .

20.(9 points)

(1) This month, Xiao Wang's mobile phone bill * * is 6 ÷ 4% = 150 yuan; (2 points)

(2)( 1-4%-40%-36%)×360 =72 ; (3 points)

(3) The bar graph is omitted. (For each additional column, 1 minute, for each blank in the table, 1 minute, ***6 points)

Monthly function fee, basic telephone fee, long-distance telephone fee and SMS fee.

Amount/Yuan 6 60 54 30

2 1.(9 points)

Solution: (1) The length of BC in Figure A is 2×4 = 8cm;; .........................., two points.

(2) In Figure B, A =×6×8 = 24 cm2.

In Figure B, b = (2× 4+2× 2+3× 2+6-4+8+6) ÷ 2 =17 seconds; .......................... scored six points.

(3) The area of the graph in Figure A is14× 6-4× 6 = 60 cm2, and .................................... is 9 points.

22.(9 points) Solution: (1)① Because seconds,

So centimeters, .............................................................................................................................................................................

Because AB = AC = 12cm and this point is the midpoint,

So BD=6 cm ............... 3 points.

And because PC=BC-BP, BC=9 cm,

So PC=9-3=6 cm.

So ............... scored four points.

Because,

So ...

So ................ scored five points.

(2) Because the speeds of two points are not equal,

Because BP=PC=4.5 cm, CQ=BD=6 cm.

So the point and the point moving time is 4.5÷3= 1.5 seconds.

So the speed of point Q is 6 ÷1.5 = 4 cm/s ..........................

(2) Let the points meet for the first time after seconds. We get 4x = 3x+2x 12 from the meaning of the question.

The solution is x = 24, .............. 8 points.

So the point * * * moved by 24×3=72 cm.

Because 72=33×2+6, the points intersect on the side of BC.

So 24 seconds later, I first met on the edge of BC. ................... 9 agreed with 3| comments.