$$5^{12}$$  

$$5^8$$  

$$5^4$$  

$$5^3$$  

$$2^{10}$$  

$$2^7$$  

$$2^4$$  

$$2^3$$  

0

1

123

หาค่าไม่ได้

$$\left(-7\right)^{11}$$  

$$-7^{11}$$  

$$\left(-7\right)^5$$  

$$-7^5$$  

$$11^2$$

$$13^2$$

$$17^2$$

$$19^2$$

$$3^2$$  

$$3^9$$  

$$3^7$$  

$$3^5$$  

$$x^6$$  

$$x^8$$  

$$x^7$$  

$$x^6$$  

$$16^2$$

$$6^3$$

$$14^2$$

$$4^4$$

$$3xy$$   

$$3x\cdot3y$$  

$$xy^3$$  

$$x^3y^3$$  

$$2^5a^5b^5$$  

$$10a^5b^5$$  

$$2ab^5$$  

$$2a^5b^5$$  

$$2\cdot5$$

$$5\cdot5^2$$

$$5^0\cdot5^2$$

$$25^0$$

0

1

2

9

a^m . aⁿ = a^m+n

(a^m )ⁿ = a^m+n

(ab)ⁿ = abⁿ

(ab)¹ = 1

a^m + aⁿ = a^m+n

(a^m )ⁿ = a^m+n

(ab)ⁿ = aⁿbⁿ

(ab)¹ = 1

a^m + aⁿ = a^m+n

(a^m )ⁿ = a^m+n

(ab)ⁿ = abⁿ

(ab)¹ = ab

a^m + aⁿ = a^m+n

(a^m )ⁿ = a^mn

(ab)ⁿ = abⁿ

(ab)¹ = 1

a^m / aⁿ = a^m-n

(a^m )ⁿ = a^m+n

(ab)ⁿ = abⁿ

(ab)¹ = 1

a^m + aⁿ = a^m+n

(a^m )ⁿ = a^m+n

(a/b)ⁿ = aⁿ/bⁿ

(ab)¹ = 1

a^m aⁿ = a^m+n

(a^m )ⁿ = a^mn

(0)⁰ = 1

(ab)⁰= 1

a^m aⁿ = a^m+n

(a )^-n = -aⁿ

(a)⁰ = 1

(ab)⁰= 1

5

1

5⁶

5³