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—————————————————————————– スタディーX 数学 中1 方程式かっこをふくむ方程式 その 1

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(1)

(1) 9x5(3x3)=−3

(2)−13x+3(3x+3)=17

(3) 10x+3(−5x2)=−11

(4) 4(−2x3)=−6x18

(5) (2x+4)=−2x16

(6) 4(−2x+2)=−17x1

(7)−10x4=−2(4x1)

(8) 8x+11=−3(−3x4)

(9)−4x+10=−3(x5)

(10) 3+3(x+1)=9x

(11) 4+4(x+4)=9x

(12) 20+(x2)=10x

(2)

(1)−11x2(−2x1)=16

(2)−3x+(4x+3)=6

(3)−8x+2(3x3)=−8

(4) (−2x+3)=−4x3

(5) 2(−3x5)=x3

(6) 2(4x4)=17x+10

(7)−17x+14=3(−5x+2)

(8) 14x+10=−4(−3x+1)

(9)−6x10=−2(2x+1)

(10)−185(x3)=−2x

(11) 18(2x+2)=6x

(12)−22(2x5)=−3x

(3)

(1) 7x+3(−2x+2)=−4

(2)−8x+4(3x1)=−16

(3)−3x+4(x+4)=20

(4) 3(−3x+2)=−5x+2

(5) 4(x+1)=2x+2

(6)−5(−4x+1)=17x+1

(7)−17x+18=2(−5x5)

(8) 14x+16=−5(−x5)

(9) 10x5=3(2x3)

(10) 33(−5x+3)=16x

(11)−12+(3x+4)=−5x

(12) 8(3x1)=−4x

(4)

(1) 4x(3x2)=9

(2)−19x+4(4x+1)=10

(3) 5x4(x2)=7

(4)−3(−5x+4)=17x2

(5)−4(−x1)=10x+10

(6)−3(−x5)=4x+13

(7)−18x12=−4(4x1)

(8)−7x17=2(−2x1)

(9)−9x+9=−2(4x5)

(10) 144(4x+2)=−13x

(11) 6+(x+4)=−x

(12) 8+2(4x2)=4x

(5)

(1)−9x2(−5x5)=9

(2)−2x+(4x+4)=18

(3)−2x+(−3x+1)=16

(4)−2(−5x+1)=14x+10

(5)−2(−4x5)=10x+2

(6) 4(3x+3)=6x+6

(7)−5x14=−(4x+4)

(8)−10x+20=2(−x+2)

(9) 11x14=−3(−2x+3)

(10) 3+2(3x+2)=13x

(11)−2(4x+1)=−7x

(12)−3+2(−2x3)=−7x

(6)

(1)−13x5(−x5)=−7

(2) 7x+2(−2x+1)=17

(3) 11x+3(−4x+3)=1

(4)−5(x2)=−13x+18

(5) 4(2x+3)=9x+8

(6) 4(−x+1)=−3x+12

(7) 4x+1=−(−5x5)

(8) 6x+18=−4(−x3)

(9)−6x18=−2(2x+4)

(10)−34(−x3)=13x

(11) 11+2(−2x1)=−x

(12) 5+(−4x+1)=−3x

(7)

(1) 8x+2(−5x+2)=8

(2) 6x+4(−2x+4)=8

(3) 5x2(2x2)=7

(4) 4(−x5)=−3x17

(5)−4(−5x3)=13x2

(6)−3(4x2)=−17x+11

(7) 2x14=2(3x5)

(8) 4x+16=4(−x+2)

(9) 12x4=−5(−4x4)

(10) 84(−4x+3)=18x

(11) 20(−4x+4)=12x

(12)−13(−2x4)=5x

(8)

(1)−3x+(x1)=−5

(2)−6x+2(x+3)=18

(3) 11x+2(−5x1)=−11

(4) (−3x+2)=7x18

(5)−4(−2x1)=6x16

(6) 4(2x5)=10x6

(7)−2x+18=−4(−x3)

(8) 13x+4=−2(−5x+4)

(9)−3x3=3(2x+2)

(10) 20+2(4x4)=11x

(11) 4+4(4x+3)=8x

(12) 12+(4x3)=x

(9)

(1) 4x3(3x4)=7

(2) 11x+3(−3x+2)=−6

(3)x+(x+1)=−17

(4) 3(2x4)=7x2

(5) 4(−4x4)=−18x8

(6) (−5x+2)=−11x10

(7)−10x+2=−2(4x4)

(8) 4x+10=−2(−5x+1)

(9)−4x+3=−3(x2)

(10)−10(−4x4)=3x

(11) 65(−4x+3)=11x

(12) 10+4(−3x+1)=−5x

(10)

(1) 7x5(3x3)=−17

(2)−5x+(−3x3)=−11

(3) 8x2(2x+2)=16

(4) (−2x+1)=8x19

(5) 4(−2x4)=−15x+5

(6) (2x+2)=9x19

(7) 6x2=−(−5x3)

(8) 17x17=3(4x4)

(9)−3x+11=2(x+3)

(10) 153(4x+4)=−11x

(11)−7+2(−4x1)=−9x

(12) 18+3(2x3)=5x

(11)

その1

(1) x = 3 (2) x = −2 (3) x = 1 (4) x = 3 (5) x = −5 (6) x = −1 (7) x = −3 (8) x = −1 (9) x=−5 (10)x=1 (11)x=4 (12)x=2

その2

(1) x = −2 (2) x = 3 (3) x = 1 (4) x = −3 (5) x = −1 (6) x = −2 (7) x = 4 (8) x = −7 (9) x=−4 (10)x=−1 (11)x=2 (12)x=8

その3

(1) x = −10 (2)x = −3 (3)x = 4 (4) x = 1 (5) x = −1 (6)x =2 (7)x = 4 (8)x = 1 (9)x = −1 (10)x=−6 (11)x=1 (12)x=−9

その4

(1) x = 7 (2) x = −2 (3) x = −1 (4) x = −5 (5) x = −1 (6) x = 2 (7) x = −8 (8) x = −5 (9) x=−1 (10)x=2 (11)x=−5 (12)x=−1 その5

(1) x = −1 (2) x = 7 (3) x = −3 (4) x = −3 (5) x= 4 (6)x=−1 (7)x=−10 (8)x =2 (9)x= 1 (10)x=1 (11)x=1 (12)x=3

その6

(1)x =4 (2)x = 5 (3)x= 8 (4)x =1 (5)x = 4 (6)x=−8 (7)x=−4 (8)x=−3 (9)x=−5 (10) x=1 (11)x=3 (12)x=6

その7

(1) x = −2 (2) x = 4 (3) x = 3 (4) x = −3 (5) x = −2 (6) x = 1 (7) x = −1 (8) x = −1 (9) x=−3 (10)x=−2 (11)x=2 (12)x=−3 その8

(1) x = 2 (2) x = −3 (3) x = −9 (4) x = 2 (5) x = −10 (6) x = −7 (7) x = 1 (8) x = −4 (9) x=−1 (10)x=4 (11)x=−2 (12)x=−3 その9

(1)x = 1 (2)x= −6 (3)x = −9 (4)x = −10 (5) x=4 (6)x=−2 (7)x=−3 (8)x=2 (9)x =−3 (10)x=6 (11)x=1 (12)x=2

その10

(1)x =4 (2)x = 1 (3)x= 5 (4)x =2 (5)x = 3

(6)x= 3 (7)x=5 (8)x=1 (9) x=1 (10)x=3 (11)x=9 (12)x=−9

参照

関連したドキュメント

[Publications] Masaaki Tsuchiya: "A Volterra type inregral equation related to the boundary value problem for diffusion equations"

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Yamamoto: “Numerical verification of solutions for nonlinear elliptic problems using L^{\infty} residual method Journal of Mathematical Analysis and Applications, vol.

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