Given:
Total sum = 1000
To find:
Terms (using 8) that adds up to 1000 =?
Solution:
The given question has the following conditions:
Using number 8 only 8 times
Addition of terms only
Step 1: Write number 8 for 8 times which is equal to 100
=> 8 8 8 8 8 8 8 8 = 1000
Step 2: Consider the 3 digit number made of 8
=> 3 digit number = 888
=> 8 used 3 times
Step 3: Consider the 2 digit number made of 8
=> 2 digit number = 88
=> 8 used 2 times
Step 4: Consider 1 digit number made of 8
=> 1 digit number= 8 + 8 + 8
=> 8 used 3 times
To sum up:
=> 888 + 88 + 8 + 8 + 8 = 1000
Hence by adding up all terms using 8 we get 1000.
25 times 40 equals 100.
1,000,000
To find the number that, when multiplied by 11, equals 1000, you need to divide 1000 by 11. This calculation results in approximately 90.909. Therefore, 11 times 90.909 equals 1000.
125/3 times 24 = 1000
66.667 times 15 equals 1000.
13.5 times 1000 equals 13500.
25 times 40 equals 100.
1,000,000
To find the number that, when multiplied by 11, equals 1000, you need to divide 1000 by 11. This calculation results in approximately 90.909. Therefore, 11 times 90.909 equals 1000.
1000 times 400 equals 400,000.
125/3 times 24 = 1000
66.667 times 15 equals 1000.
1000
It is: 8 times 125 = 1000
Two times four equals eight.
10 x 10 x 10
It is 1.125 Nothing times nine equals eight. That is because eight is less that nine, so, it is mathatmatically impossible. But, you can do nine minus one equals eight. Hope this helps!