When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 6$ is less than $\displaystyle 7$ which means that $\displaystyle 62$ is less than $\displaystyle 71$. Or $\displaystyle 62< 71$ because the $\displaystyle <$ sign means less than.  

When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 6$ is less than $\displaystyle 7$ which means that $\displaystyle 63$ is less than $\displaystyle 71$. Or $\displaystyle 63< 71$ because the $\displaystyle <$ sign means less than.  

When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 6$ is less than $\displaystyle 7$ which means that $\displaystyle 64$ is less than $\displaystyle 71$. Or $\displaystyle 64< 71$ because the $\displaystyle <$ sign means less than.  

When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 7$ is less than $\displaystyle 8$ which means that $\displaystyle 72$ is less than $\displaystyle 81$. Or $\displaystyle 72< 81$ because the $\displaystyle <$ sign means less than.  

When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 7$ is less than $\displaystyle 8$ which means that $\displaystyle 73$ is less than $\displaystyle 81$. Or $\displaystyle 73< 81$ because the $\displaystyle <$ sign means less than.  

When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 7$ is less than $\displaystyle 8$ which means that $\displaystyle 74$ is less than $\displaystyle 81$. Or $\displaystyle 74< 81$ because the $\displaystyle <$ sign means less than.  

When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 7$ is less than $\displaystyle 8$ which means that $\displaystyle 75$ is less than $\displaystyle 81$. Or $\displaystyle 75< 81$ because the $\displaystyle <$ sign means less than.  

When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 9$ is greater than $\displaystyle 8$ which means that $\displaystyle 95$ is greater than $\displaystyle 88$. Or $\displaystyle 95>88$ because the $\displaystyle >$ sign means greater than.  

When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 9$ is greater than $\displaystyle 8$ which means that $\displaystyle 96$ is greater than $\displaystyle 88$. Or $\displaystyle 96>88$ because the $\displaystyle >$ sign means greater than.  

When you are comparing numbers with all different digits, you look at the greatest place value to determine which number is greater or less than. In this case, we are going to look at the tens place. 

$\displaystyle 9$ is greater than $\displaystyle 8$ which means that $\displaystyle 97$ is greater than $\displaystyle 88$. Or $\displaystyle 97>88$ because the $\displaystyle >$ sign means greater than.