1)) Count the dots: 4) Then fill in the missing numbers: (1) \( \square \) tens \( +\square \) ones \( =20 \) submit

To solve the problem, we need to count the dots and then fill in the missing numbers to make the sum equal to 20. First, let's count the dots. Since the number of dots is not provided, I'll assume there is a picture or a pattern with dots. However, without the actual image, I cannot count the dots. If you can provide the number of dots, I can continue with the solution. Assuming there are 20 dots, we can now move on to the second part of the problem. The equation given is: (1) \( \square \) tens \( +\square \) ones \( =20 \) To make the sum equal to 20, we need to find two numbers that add up to 20. Since the first number is already given as 1 (which represents 10 tens), we need to find a number that, when added to 10, equals 20. Let's solve for the missing ones place: \( 10 \) (from the tens place) \( + \square \) ones \( = 20 \) To find the missing ones place, we subtract 10 from 20: \( 20 - 10 = 10 \) So, the missing ones place is 10. Now, we can fill in the missing numbers: (1) \( 1 \) tens \( + 10 \) ones \( = 20 \) Therefore, the completed equation is: (1) 1 tens + 10 ones = 20