Approximating (Estimating) Square Roots up to 225

BASIC approximation.
$$\sqrt[]{2}$$ is in between ____ and ____

Example answer: 1 and 2

(a)  

BASIC approximation.
$$\sqrt[]{3}$$ is in between ____ and ____

Example answer: 1 and 2

(a)  

BASIC approximation.
$$\sqrt[]{5}$$ is in between ____ and ____

Example answer: 1 and 2

(a)  

BASIC approximation.
$$\sqrt[]{7}$$ is in between ____ and ____

Example answer: 1 and 2

(a)  

BASIC approximation.
$$\sqrt[]{11}$$ is in between ____ and ____

Example answer: 1 and 2

(a)  

BASIC approximation.
$$\sqrt[]{12}$$ is in between ____ and ____

Example answer: 1 and 2

(a)  

BASIC approximation.
$$\sqrt[]{15}$$ is in between ____ and ____

Example answer: 1 and 2

(a)  

BASIC approximation.
$$\sqrt[]{17}$$ is in between ____ and ____

Example answer: 1 and 2

(a)  

BASIC approximation.
$$\sqrt[]{19}$$ is in between ____ and ____

Example answer: 1 and 2

(a)  

BASIC approximation.
$$\sqrt[]{21}$$ is in between ____ and ____

Example answer: 1 and 2

(a)