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Mathematics in the second grade of junior high school
p 17 CBBBACD 40 90 60 90 14

P 18- 13

& ltC = & ltD = & ltb DB//CE & lt; DMF = & ltENF (two straight lines are parallel and have the same angle)

14 draw a parallel line c, and then make a height.

The problem 15 is proved by 123: all triangle AFD are equal to triangle BEC.

Because AD=CD, AE=CF

Because AF=EC

Angle B= angle d, so triangle AFD is equal to triangle BEC.

P 19 Question 9 chooses the angle abc, because AB=AC, and the angle ABC is an isosceles triangle.

20 or 22 20 65 205 and root 7 DDBD

There are three P20- 10, and the figure is omitted.

-sketch 1 1

The square of-126 plus the square of 8 equals 100, the root number 100 equals 10, 10 plus 6 equals 16,

-13 (1) AC is male * * * side, < FAC = & ltCAE, & ltCEA = & ltAFC {& ltFAC = & ltCAE, AC=CA, & ltCEA = & ltAFC, so EC = cf

{CE=CF,& ltCEB = & lt; CFD, CB=CD, so triangle BCE is equal to triangle CDF(HL).

(2) Root number 34

P21DBBCBDCB 30 Sphere 4 -2 36cm2 4 species

P22 - 13 3×4÷2×2= 12

4×2+2×3= 14

2×5= 10

10+ 14+ 12=36

P23 Sampling survey of brominated diphenyl ethers 9 544.5 20 2

P24— 10( 1) Cheng: (98+80+80)/3=86 Yang: (95+93+90)/3=92.6.

Lin: (80+100+100)/3 = 93.3 champion, runner-up Li Yang, runner-up.

(2) Li Cheng: 78.24 Li Yang 93.2 Lin Fei: 92 champion Li Yang, Asia: Lin Fei, season: Li Cheng.

Average A 1.69m, B 1.68m stability s2a0.0006s2b0.0001315ab.

P25ddd > > < >-2 ≤ t ≤ 8x

p26- 10 6(2x- 1)-24≤4( 1+x)

12x-6-24≤4+4x

12x-30≤4+4x

8x≤34

X≤ 17/4

-1 1 Let the original prices of A and B be A and B respectively, and the original price of B < a & lt2b (1).

After adjusting the price of 10%, the new prices of A and B are 1. 1a (as m), 1 b (as n), and the formula (1) is multiplied by/kloc-. 1. 1a & lt; 2.2b, namely n

Add 10 yuan, and the new prices of A and B are a+ 10 (as m), b+ 10 (as n) and (1) respectively. Add 10 to get B+10 < 2b+ 10, where 2n is 2b+20, obviously 2b+ 10.

N<m & lt2n, so this price adjustment scheme is still less than twice.

12. design: total capital of x yuan.

15% x+ 10%(x+ 15% x)÷30% x-700

0. 15x+0. 1x+0.0 15x〈0.3x-700

x÷20000

Therefore, when the merchants invest more than 20,000 yuan, they can choose to sell at the end of the month, so as to get more profits.

13( 1) has X flower beds A and Y flower beds B. In order to ensure enough roses and azaleas, then

50x+ 80y = 1250 ①

100x+90y = 1930 ②

The solution is y=8 (pieces) and x= 12 (pieces).

P27 CBBCBC a>0 b=0 -3 3, -2-100 root number 5,-100 northwest, 5km in 50 direction, a problem 2,1-1< a < 3 rt.

P28 - 15 2×7÷2=7

5×5=25

2×5÷2=5

2×5÷2=5

5+5+25+7=42 square centimeters

-16 select the coordinate point b, and don't forget the arrow, A( 1, root number 3) b (0,0) c (2,0).

— 17(2)B(-3,-3) C'(- 1,0)

P29 square of dbbbd v π r, h π v, r, h y= y=2x+4 y 1 greater than y2 y=6x x=-6 y=-9.

P30— 12 If the proportional function Y = kx. 2 = K *(2), then K=- 1. Analytical formula y =-X.

The linear function (-X)/X+2=(4-Y)/(Y-2) is arranged as follows: Y=X+4.

The area of the triangle PQO is 2*4/2=4.

13 question 34 =22k+b

36+23k+b

2- 1: k=2

From 1: b=- 10.

So y=2x- 10.

The third question: when y=30, x=20.

So the length of the shoes is 20 cm.

14( 1)y 1+xy2 = 12+0.4x。

(2) A: Xiao Bin chose to rent a disc for bookkeeping.

P3 1 DBADCD x≥3 1,2,3 16, 15.8, 16。 40 meters ≥0

p32— 12 { 3x-2 & lt; 4x {-x & lt; 2

{3-5 times & gt3x-5 {x <; 1

-2 & lt; X< 1 integer solution. 0.- 1

- 13

- 14( 1) 10x+8( 15-x)≤ 144 6x+8( 15+x)≤ 102

(2)*** There are four schemes: gift box A 9 and gift box B 6.

Or gift box a will arrange 10 boxes, and gift box b will arrange 5 boxes.

Or a gift box 1 1 box, and a gift box with 4 boxes.

Or arrange 12 boxes for gift box a and 3 boxes for gift box B.

- 15 ( 1)A(6,0)B(0,6)

(2){4=k+b 0=4k+b

2- 1: k=-2

b=8

Y=-2x+8(x is not equal to 4_)

(3)S=X(8-2X)/2 has no solution.