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Squaring Numbers
Multiplying Numbers
Dividing Numbers
Adding Numbers
- even numbers 2 through selected 2-digit evens
- digits of square of repeating ones
- consecutive odds
- consecutive between 2 numbers
- sequence from 1 to selected 2-digit number
- sequence from 1 to selected 1-digit number and back
- sequences in the 10's
- sequences in the 20's
- sequences in the 30's
- sequences in the 40's
- sequences in the 50's
- sequences in the 60's
- sequences in the 70's
- sequences in the 80's
- series of doubles
- series of quadruples
- series of 10 numbers
Subtracting Numbers
- 1's repeating, divide by 9, subtract 21
- 8's repeating, divide by 9, subtract 10
- squares of two numbers
- reversing/adding/subtracting 3-digit numbers
Percents
- finding 2.5 percent
- finding 5 percent
- finding 15 percent
- finding 20 percent
- finding 25 percent
- finding 33 1/3 percent
- finding 40 percent
- finding 45 percent
- finding 55 percent
- finding 60 percent
- finding 70 percent
- finding 75 percent
Calculation
Practice Exercises
Full List
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Subtract
from a repeating 8's number, divide
by
9, subtract 10
- Select a number between 2 and 9 digits made up of 8's.
- Subtract a number equal to 9 minus the number of digits in the number you have
selected.
- Divide by 9. The answer will have one less digit than the original number in
the series 98765432.
- Subtract 10.
Example:
- If the repeating number selected has 4 digits: 8888:
- Subtract 5 (9 minus the number of digits) and divide by 9. The answer will be
987 (1 less digit in sequence than the 4 digits in the selected number).
- Subtract 10: 987 - 10 = 977.
- So (8888-5) / 9 - 10 = 977.
See the pattern?
- If the repeating number selected has 6 digits: 888888:
- Subtract 3 (9 minus the number of digits) and divide by 9. The answer will be
98765 (1 less digit in sequence than the 6 digits in the selected number).
- Subtract 10: 98765 - 10 = 98755.
- So (888888-3) / 9 - 10 = 98755.
Extend this exercise by changing the last number to subtract, producing a multitude
of easily answered problems.
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