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From users who are members of pre-algebra Numeracy and Arithmetic :
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said | Ready to use | 9 years, 1 month ago |
History
Name | Status | Author | Last Modified | |
---|---|---|---|---|
Indices: power of zero (non-algebraic) | Ready to use | Ben Brawn | 11/02/2025 22:25 | |
Indices: power of zero (algebraic) | Ready to use | Ben Brawn | 11/02/2025 22:26 |
There are 2 other versions that do you not have access to.
Name | Type | Generated Value |
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int1 | integer |
17086
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||||
dec1 | number |
0.452
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||||
nint1 | integer |
-33
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||||
num1 | integer |
31
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||||
den1 | integer |
47
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||||
int2 | integer |
64
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||||
num2 | integer |
36
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||||
den2 | integer |
13
|
||||
smallint1 | integer |
9
|
||||
smallint2 | integer |
7
|
||||
base | integer |
5
|
Generated value: integer
17086
→ Used by:
- "Part b)" - prompt
- "Part h)" - prompt
Parts
Gap-fill
Ask the student a question, and give any hints about how they should answer this part.
For an insight into an index of 0, consider the following table:
index form | {base}3 | {base}2 | {base}1 | {base}0 |
result | {base3} | {base2} | {base} |
Notice each time the power decreases by 1, the result is divided by {base}. Using this idea, fill in the rest of the table.
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This question is used in the following exams: