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(1) ^z5÷z (2) ^z2÷z2

(3) ^{x7 ÷x3} (4) ^b4÷b

(5) ^n2÷n (6) ^m5÷m4

(7) (−8n³) ÷ (−4n) (8) (−12b⁵) ÷ (−3b³)

(9) ^6z4÷3z3 (10) ^{(−x4) ÷ (−x2)}

(11) 4x^5÷4x² (12) (−4b⁶) ÷ 2b²

(13) ^b7÷b2÷b3 (14) ^y8÷y4÷y3

(15) ^m4÷m3÷m (16) ^{c7÷c ÷ c3}

(17) (−3z⁸) ÷ (−z³) ÷ (−z⁴) (18) 24n^9÷(−4n²) ÷ 2n²

(19) ^(−24y6) ÷ 2y ÷ 4y⁴ ₍₂₀₎ 18b^7÷3b ÷ (−2b³)

(1) ^z5÷z

z

(2) ^z2÷z2

1

(3) ^{x7 ÷x3}

x

(4) ^b4÷b

b

(5) ^n2÷n

n

(6) ^m5÷m4

m

(7) (−8n³) ÷ (−4n)

2 _n

(8) (−12b⁵) ÷ (−3b³)

4 _b

(9) ^6z4÷3z3

2 _z

(10) ^{(−x4) ÷ (−x2)}

x

(11) 4x^5÷4x²

x

(12) (−4b⁶) ÷ 2b²

− ^{2 b}

4

(13) ^b7÷b2÷b3

b

(14) ^y8÷y4÷y3

y

(15) ^m4÷m3÷m

1

(16) ^{c7÷c ÷ c3}

c

(17) (−3z⁸) ÷ (−z³) ÷ (−z⁴)

− ^{3 z}

(18) 24n^9÷(−4n²) ÷ 2n²

− ^{3 n}

5

(19) ^(−24y6) ÷ 2y ÷ 4y⁴

− ^{3 y}

(20) ^{18b7÷3b ÷ (−2b3)}

− ^{3 b}

3

(1) ^c2÷c2 (2) ^{b ÷ b}

(3) ^a2÷a (4) ^a4÷a

(5) ^c6÷c3 (6) ^c8÷c4

(7) 4x^2÷2x (8) 4c^6÷c²

(9) ^{(−16b4) ÷ (−4b2)} (10) ^16b4÷4b3

(11) 8z^6÷(−2z⁴) (12) (−6b⁵) ÷ 3b

(13) ^{x6 ÷x ÷ x2} (14) ^y6÷y4÷y2

(15) ^m7÷m4÷m3 (16) ^n9÷n3÷n3

(17) 48b^7÷(−3b²) ÷ 4b (18) (−9z⁶) ÷ z ÷ 3z³

(19) ^{24m10÷4m4÷2m2} (20) ^{18b7÷(−3b2) ÷ (−3b)}

(1) ^c2÷c2

1

(2) ^{b ÷ b}

1

(3) ^a2÷a

a

(4) ^a4÷a

a

(5) ^c6÷c3

c

(6) ^c8÷c4

c

(7) 4x^2÷2x

2 _x

(8) 4c^6÷c²

4 _c

(9) ^{(−16b4) ÷ (−4b2)}

4 _b

(10) ^16b4÷4b3

4 _b

(11) 8z^6÷(−2z⁴)

− ^{4 z}

2

(12) (−6b⁵) ÷ 3b

− ^{2 b}

4

(13) ^{x6 ÷x ÷ x2}

x

(14) ^y6÷y4÷y2

1

(15) ^m7÷m4÷m3

1

(16) ^n9÷n3÷n3

n

(17) 48b^7÷(−3b²) ÷ 4b

− ^{4 b}

4

(18) (−9z⁶) ÷ z ÷ 3z³

− ^{3 z}

2

(19) ^{24m10÷4m4÷2m2}

3 _m

(20) ^{18b7÷(−3b2) ÷ (−3b)}

2 _b

(1) ^m5÷m3 (2) ^c4÷c2

(3) ^a4÷a4 (4) ^m6÷m2

(5) ^{x3 ÷x} (6) ^n6÷n4

(7) (−6z³) ÷ 3z² (8) (−2c³) ÷ 2c

(9) ^{(−9n3) ÷ 3n} (10) ^{(−16a3) ÷ 4a2}

(11) (−6m⁴) ÷ 3m² (12) 12y^7÷(−4y³)

(13) ^b10÷b4÷b4 (14) ^b10÷b3÷b

(15) ^a8÷a3÷a3 (16) ^x5÷x4÷x

(17) (−9c¹⁰) ÷ 3c^4÷(−3c⁴) (18) 16z^6÷z ÷4z³

(19) ^{12a7÷3a4÷(−a3)} (20) ^{24n10÷2n4÷(−4n4)}

(1) ^m5÷m3

m

(2) ^c4÷c2

c

(3) ^a4÷a4

1

(4) ^m6÷m2

m

(5) ^{x3 ÷x}

x

(6) ^n6÷n4

n

(7) (−6z³) ÷ 3z²

− ^{2 z}

(8) (−2c³) ÷ 2c

−c

2

(9) ^{(−9n3) ÷ 3n}

− ^{3 n}

2

(10) ^{(−16a3) ÷ 4a2}

− ^{4 a}

(11) (−6m⁴) ÷ 3m²

− ^{2 m}

2

(12) 12y^7÷(−4y³)

− ^{3 y}

4

(13) ^b10÷b4÷b4

b

(14) ^b10÷b3÷b

b

(15) ^a8÷a3÷a3

a

(16) ^x5÷x4÷x

1

(17) (−9c¹⁰) ÷ 3c^4÷(−3c⁴)

c

(18) 16z^6÷z ÷4z³

4 _z

(19) ^{12a7÷3a4÷(−a3)}

− ⁴

(20) ^{24n10÷2n4÷(−4n4)}

− ^{3 n}

2

(1) ^n4÷n4 (2) ^x7÷x3

(3) ^n2÷n (4) ^x6÷x2

(5) ^m4÷m4 (6) ^n6÷n2

(7) (−9b⁸) ÷ (−3b⁴) (8) 8c^7÷2c⁴

(9) ^4n2÷(−2n) (10) ^{8z5÷(−2z2)}

(11) 2z^5÷(−z²) (12) 4c^5÷(−c⁴)

(13) ^{n9÷n ÷ n4} (14) ^b6÷b3÷b2

(15) ^a10÷a2÷a4 (16) ^a10÷a3÷a2

(17) (−12c⁸) ÷ 3c^2÷(−4c) (18) (−32z⁹) ÷ 2z^3÷4z⁴

(19) ^{48n5÷(−3n) ÷ 4n} (20) ^{16b9÷(−2b2) ÷ 2b4}

(1) ^n4÷n4

1

(2) ^x7÷x3

x

(3) ^n2÷n

n

(4) ^x6÷x2

x

(5) ^m4÷m4

1

(6) ^n6÷n2

n

(7) (−9b⁸) ÷ (−3b⁴)

3 _b

(8) 8c^7÷2c⁴

4 _c

(9) ^4n2÷(−2n)

− ^{2 n}

(10) ^{8z5÷(−2z2)}

− ^{4 z}

3

(11) 2z^5÷(−z²)

− ^{2 z}

3

(12) 4c^5÷(−c⁴)

− ^{4 c}

(13) ^{n9÷n ÷ n4}

n

(14) ^b6÷b3÷b2

b

(15) ^a10÷a2÷a4

a

(16) ^a10÷a3÷a2

a

(17) (−12c⁸) ÷ 3c^2÷(−4c)

c

(18) (−32z⁹) ÷ 2z^3÷4z⁴

− ^{4 z}

2

(19) ^{48n5÷(−3n) ÷ 4n}

− ^{4 n}

3

(20) ^{16b9÷(−2b2) ÷ 2b4}

− ^{4 b}

3

(1) ^n6÷n2 (2) ^y4÷y3

(3) ^y4÷y (4) ^b6÷b4

(5) ^y2÷y2 (6) ^c8÷c4

(7) 4n^8÷(−n⁴) (8) 3m^5÷(−m³)

(9) ^{(−6a4) ÷ (−2a2)} (10) ^4x5÷2x2

(11) (−2z⁶) ÷ 2z³ (12) (−4z⁶) ÷ (−2z⁴)

(13) ^m4÷m3÷m (14) ^z8÷z3÷z4

(15) ^{z9÷z ÷ z2} (16) ^{y8÷y ÷ y3}

(17) (−2b⁴) ÷ (−b) ÷ (−b³) (18) 8z^9÷(−2z³) ÷ 4z³

(19) ^(−m9) ÷ m ÷ (−m²) ₍₂₀₎ (−24x⁷) ÷ (−4x³) ÷ (−2x⁴)

(1) ^n6÷n2

n

(2) ^y4÷y3

y

(3) ^y4÷y

y

(4) ^b6÷b4

b

(5) ^y2÷y2

1

(6) ^c8÷c4

c

(7) 4n^8÷(−n⁴)

− ^{4 n}

4

(8) 3m^5÷(−m³)

− ^{3 m}

2

(9) ^{(−6a4) ÷ (−2a2)}

3 _a

(10) ^4x5÷2x2

2 _x

(11) (−2z⁶) ÷ 2z³

−z

3

(12) (−4z⁶) ÷ (−2z⁴)

2 _z

(13) ^m4÷m3÷m

1

(14) ^z8÷z3÷z4

z

(15) ^{z9÷z ÷ z2}

z

(16) ^{y8÷y ÷ y3}

y

(17) (−2b⁴) ÷ (−b) ÷ (−b³)

− ²

(18) 8z^9÷(−2z³) ÷ 4z³

−z

3

(19) ^(−m9) ÷ m ÷ (−m²)

m

(20) ^{(−24x7) ÷ (−4x3) ÷ (−2x4)}

− ³

(1) ^n3÷n3 (2) ^n5÷n

(3) ^m5÷m3 (4) ^x5÷x2

(5) ^{n ÷ n} (6) ^m6÷m3

(7) 2m^6÷(−m²) (8) (−2c⁵) ÷ (−2c²)

(9) ^{(−9m6) ÷ 3m3} (10) ^3z7÷z3

(11) (−2n⁵) ÷ n (12) (−3a⁵) ÷ (−3a⁴)

(13) ^z9÷z4÷z3 (14) ^{x8÷x ÷ x2}

(15) ^b8÷b2÷b2 (16) ^{z9÷z ÷ z}

(17) (−12c⁸) ÷ (−4c²) ÷ (−c⁴) (18) (−2c⁹) ÷ 2c^{2 ÷}(−c²)

(19) ^{4x7÷(−x4) ÷ 4x} (20) ^6n8÷n4÷2n2

(1) ^n3÷n3

1

(2) ^n5÷n

n

(3) ^m5÷m3

m

(4) ^x5÷x2

x

(5) ^{n ÷ n}

1

(6) ^m6÷m3

m

(7) 2m^6÷(−m²)

− ^{2 m}

4

(8) (−2c⁵) ÷ (−2c²)

c

(9) ^{(−9m6) ÷ 3m3}

− ^{3 m}

3

(10) ^3z7÷z3

3 _z

(11) (−2n⁵) ÷ n

− ^{2 n}

4

(12) (−3a⁵) ÷ (−3a⁴)

a

(13) ^z9÷z4÷z3

z

(14) ^{x8÷x ÷ x2}

x

(15) ^b8÷b2÷b2

b

(16) ^{z9÷z ÷ z}

z

(17) (−12c⁸) ÷ (−4c²) ÷ (−c⁴)

− ^{3 c}

2

(18) (−2c⁹) ÷ 2c^{2 ÷}(−c²)

c

(19) ^{4x7÷(−x4) ÷ 4x}

−x

2

(20) ^6n8÷n4÷2n2

3 _n

(1) ^n4÷n (2) ^n2÷n

(3) ^n6÷n3 (4) ^z3÷z2

(5) ^c7÷c4 (6) ^m4÷m4

(7) (−3x⁵) ÷ (−x) (8) (−3y⁶) ÷ 3y²

(9) ^4a7÷2a3 (10) ^{(−12a7) ÷ 3a3}

(11) ^b7÷(−b³) (12) (−8m⁸) ÷ (−4m⁴)

(13) ^m8÷m2÷m4 (14) ^n9÷n3÷n

(15) ^b7÷b4÷b2 (16) ^{c4÷c ÷ c3}

(17) (−2z⁹) ÷ (−z⁴) ÷ z (18) 48b^5÷4b^3÷4b

(19) ^{(−24n5) ÷ (−3n2) ÷ (−4n3)} (20) ⁽⁻²⁴ⁿ⁹) ÷ (−3n) ÷ 4n⁴

(1) ^n4÷n

n

(2) ^n2÷n

n

(3) ^n6÷n3

n

(4) ^z3÷z2

z

(5) ^c7÷c4

c

(6) ^m4÷m4

1

(7) (−3x⁵) ÷ (−x)

3 _x

(8) (−3y⁶) ÷ 3y²

−y

4

(9) ^4a7÷2a3

2 _a

(10) ^{(−12a7) ÷ 3a3}

− ^{4 a}

4

(11) ^b7÷(−b³)

−b

4

(12) (−8m⁸) ÷ (−4m⁴)

2 _m

(13) ^m8÷m2÷m4

m

(14) ^n9÷n3÷n

n

(15) ^b7÷b4÷b2

b

(16) ^{c4÷c ÷ c3}

1

(17) (−2z⁹) ÷ (−z⁴) ÷ z

2 _z

(18) 48b^5÷4b^3÷4b

3 _b

(19) ^{(−24n5) ÷ (−3n2) ÷ (−4n3)}

− ²

(20) ⁽⁻²⁴ⁿ⁹) ÷ (−3n) ÷ 4n⁴

2 _n

(1) ^y3÷y3 (2) ^c8÷c4

(3) ^m3÷m2 (4) ^y6÷y4

(5) ^n4÷n4 (6) ^b5÷b2

(7) (−12m²) ÷ 3m (8) 4y^8÷(−4y⁴)

(9) ^4b8÷(−b4) (10) ^{(−2y3) ÷ 2y2}

(11) (−8b⁶) ÷ (−2b³) (12) 6b^5÷2b⁴

(13) ^a8÷a2÷a2 (14) ^a4÷a2÷a2

(15) ^m4÷m2÷m2 (16) ^a7÷a3÷a3

(17) (−64m⁴) ÷ (−4m²) ÷ 4m (18) (−32n⁷) ÷ 4n ÷ 2n

(19) ^{4m5÷(−2m2) ÷ m3} (20) ^{36a6÷3a ÷ 4a2}

(1) ^y3÷y3

1

(2) ^c8÷c4

c

(3) ^m3÷m2

m

(4) ^y6÷y4

y

(5) ^n4÷n4

1

(6) ^b5÷b2

b

(7) (−12m²) ÷ 3m

− ^{4 m}

(8) 4y^8÷(−4y⁴)

−y

4

(9) ^4b8÷(−b4)

− ^{4 b}

4

(10) ^{(−2y3) ÷ 2y2}

−y

(11) (−8b⁶) ÷ (−2b³)

4 _b

(12) 6b^5÷2b⁴

3 _b

(13) ^a8÷a2÷a2

a

(14) ^a4÷a2÷a2

1

(15) ^m4÷m2÷m2

1

(16) ^a7÷a3÷a3

a

(17) (−64m⁴) ÷ (−4m²) ÷ 4m

4 _m

(18) (−32n⁷) ÷ 4n ÷ 2n

− ^{4 n}

5

(19) ^{4m5÷(−2m2) ÷ m3}

− ²

(20) ^{36a6÷3a ÷ 4a2}

3 _a

(1) ^m4÷m3 (2) ^n2÷n2

(3) ^a6÷a2 (4) ^x5÷x2

(5) ^a4÷a3 (6) ^y3÷y2

(7) 2y^5÷y³ ₍₈₎ (−6x⁴) ÷ 2x²

(9) ^{(−3x4) ÷ x2} (10) ^a6÷a2

(11) (−4n⁶) ÷ (−2n²) (12) 6x^4÷3x³

(13) ^{x6 ÷x4÷x2} (14) ^n9÷n4÷n4

(15) ^c8÷c3÷c (16) ^a9÷a2÷a2

(17) 6c^5÷c^3÷(−2c²) (18) (−24y¹⁰) ÷ (−4y⁴) ÷ (−2y⁴)

(19) ^{(−6c7) ÷ (−c4) ÷ (−2c3)} (20) ^{48a6÷3a3÷(−4a3)}

(1) ^m4÷m3

m

(2) ^n2÷n2

1

(3) ^a6÷a2

a

(4) ^x5÷x2

x

(5) ^a4÷a3

a

(6) ^y3÷y2

y

(7) 2y^5÷y³

2 _y

(8) (−6x⁴) ÷ 2x²

− ^{3 x}

2

(9) ^{(−3x4) ÷ x2}

− ^{3 x}

2

(10) ^a6÷a2

a

(11) (−4n⁶) ÷ (−2n²)

2 _n

(12) 6x^4÷3x³

2 _x

(13) ^{x6 ÷x4÷x2}

1

(14) ^n9÷n4÷n4

n

(15) ^c8÷c3÷c

c

(16) ^a9÷a2÷a2

a

(17) 6c^5÷c^3÷(−2c²)

− ³

(18) (−24y¹⁰) ÷ (−4y⁴) ÷ (−2y⁴)

− ^{3 y}

2

(19) ^{(−6c7) ÷ (−c4) ÷ (−2c3)}

− ³

(20) ^{48a6÷3a3÷(−4a3)}

− ⁴

(1) ^n3÷n3 (2) ^b5÷b4

(3) ^{z ÷ z} ₍₄₎ n^5÷n⁴

(5) ^m5÷m2 (6) ^c7÷c3

(7) 4y^2÷4y (8) 16y^2÷(−4y)

(9) ^{(−12n3) ÷ (−4n2)} (10) ^{(−6b4) ÷ (−2b3)}

(11) 2y^6÷(−2y²) (12) (−4y³) ÷ (−y²)

(13) ^{z10 ÷z ÷ z3} (14) ^m10÷m3÷m2

(15) ^{x8 ÷x4÷x2} (16) ^n8÷n2÷n3

(17) 12x^9÷4x^3÷(−3x) (18) 4x^9÷(−x³) ÷ (−x⁴)

(19) ^(−8c5) ÷ 2c ÷ (−c³) ₍₂₀₎ (−16c⁷) ÷ (−4c) ÷ 4c

(1) ^n3÷n3

1

(2) ^b5÷b4

b

(3) ^{z ÷ z}

1

(4) ^n5÷n4

n

(5) ^m5÷m2

m

(6) ^c7÷c3

c

(7) 4y^2÷4y

y

(8) 16y^2÷(−4y)

− ^{4 y}

(9) ^{(−12n3) ÷ (−4n2)}

3 _n

(10) ^{(−6b4) ÷ (−2b3)}

3 _b

(11) 2y^6÷(−2y²)

−y

4

(12) (−4y³) ÷ (−y²)

4 _y

(13) ^{z10 ÷z ÷ z3}

z

(14) ^m10÷m3÷m2

m

(15) ^{x8 ÷x4÷x2}

x

(16) ^n8÷n2÷n3

n

(17) 12x^9÷4x^3÷(−3x)

−x

5

(18) 4x^9÷(−x³) ÷ (−x⁴)

4 _x

(19) ^(−8c5) ÷ 2c ÷ (−c³)

4 _c

(20) ^(−16c7) ÷ (−4c) ÷ 4c

c