High School

1. Let's say and write the answer as quickly as possible.

(a) How many digits are there in 10000 (Ten thousand)?
(b) How many digits are there in 50000 (Fifty thousand)?
(c) How many digits are there in 90000 (Ninety thousand)?

2. Let's count by 10 thousands and write the missing numerals.

(a) 10000, 20000, 30000, ______, 60000
(b) 70000, ______, 90000, then ______

Answer :

Let's work through each part of the question:

  1. Counting the number of digits in each number:

    (a) 10000 (Ten thousand):

    The number 10000 has 5 digits. This is because each place (ones, tens, hundreds, thousands, ten thousands) contains a digit, and the digits are 1 followed by four 0s.

    (b) 50000 (Fifty thousand):

    The number 50000 also has 5 digits. It follows the same reasoning as above, starting with a 5 followed by four zeros.

    (c) 90000 (Ninety thousand):

    The number 90000 has 5 digits. Similar to the previous numbers, it starts with a 9 followed by four zeros.

  2. Counting by 10 thousands and filling in the missing numerals:

    (a) 10000, 20000, 30000, ______, 60000

    The sequence increases by 10000 each time. So, after 30000, the next number should be 40000, then 50000, and finally 60000. The missing number is 40000.

    (b) 70000, ______, 90000, then ______

    Again, the sequence increases by 10000. After 70000, the next number should be 80000, and after 90000, the next would be 100000. The missing numbers are 80000 and 100000.

I hope this helps! Let me know if you have any other questions.