When a number is multiplied by itself we call the answer the _____of a number.

Wanneer jy 'n getal met homself vermenigvuldig, is die antwoord 'n _____ van die getal.

(a)  

7 squared is the same as saying 7 to the power of _____.

$$7^2$$ word gelees 7 tot die mag _____.

(a)  

The square root of 25 is _____.

Die vierkantswortel van 25 is _____.

(a)  

Calculate/Bereken : $$\sqrt[]{16}\ =$$

(a)  

Calculate/Bereken : $$2^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{36}\ =$$

(a)  

Calculate/Bereken : $$6^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{81}\ =$$

(a)  

Calculate/Bereken : $$8^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{144}\ =$$

(a)  

Calculate/Bereken : $$11^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{121}\ =$$

(a)  

Calculate/Bereken : $$5^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{100}\ =$$

(a)  

Calculate/Bereken : $$12^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{25}\ =$$

(a)  

Calculate/Bereken : $$7^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{64}\ =$$

(a)  

Calculate/Bereken : $$3^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{49}\ =$$

(a)  

Calculate/Bereken : $$9^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{9}\ =$$

(a)  

Calculate/Bereken : $$10^2\ =$$

(a)  

Calculate/Bereken : $$\sqrt[]{4}\ =$$

(a)  

Calculate/Bereken : $$4^2\ =$$

(a)  

The cube root of 125 means we have to find a number when multiplied by itself _____ times gives the answer of 125.

Die derdemagswortel van 125 beteken jy moet 'n getal vind en _____ keer met homself vermenigvuldig om die antwoord 125 te kry.

(a)  

1 000 to the power of 1 equals _____.

1 000 tot die mag 1 is _____.

(a)  

Any number to the power of 0 equals _____.

Enige getal tot die mag 0 is gelyk aan _____.

(a)  

Calculate/Bereken : $$\sqrt[3]{216}\ =$$

(a)  

Calculate/Bereken : $$2^3\ =$$

(a)  

Calculate/Bereken : $$\sqrt[3]{125}\ =$$

(a)  

Calculate/Bereken : $$5^3\ =$$

(a)  

Calculate/Bereken : $$\sqrt[3]{8}\ =$$

(a)  

Calculate/Bereken : $$6^3\ =$$

(a)  

Calculate/Bereken : $$\sqrt[3]{64}\ =$$

(a)  

Calculate/Bereken : $$3^3\ =$$

(a)  

Calculate/Bereken : $$4^3\ =$$

(a)  

Calculate/Bereken : $$\sqrt[3]{27}\ =$$

(a)