My clicker works.
1 2
0%
100%1. True2. False
My clicker works.
1 2
4%
96%1. True2. False
Convert 101 from base ten to base four
1 2 3 4
5%
91%
0%5%
1. 412. 1213. 4104. 1211
Convert 101 from base ten to base four
1. 412. 1213. 4104. 1211
Convert 165 from base seven to base ten
1 2 3 4
0%
11%
89%
0%
1. 412. 495233. 964. 1211
Convert 165 from base seven to base ten
1. 412. 495233. 964. 1211
An even number written in base four could have the following digits in the one’s place:
1 2 3 4 5
78%
4%0%
17%
0%
1. 0,22. 1,33. 2,34. All of the above5. None of the above
An even number written in base four could have the following digits in the one’s place:
1. 0,22. 1,33. 2,34. All of the above5. None of the above
An even number written in base three could have the following digits in the one’s place:
1 2 3 4 5
9% 9%
0%
13%
70%1. 0,12. 1,23. 0,24. All of the above5. None of the above
An even number written in base three could have the following digits in the one’s place:
1 2 3 4 5
0% 0% 0%
70%
30%
1. 0,12. 1,23. 0,24. All of the above5. None of the above
Fill in the blank: 3216 ____ 3219
1 2 3
23%
73%
5%
1. >2. =3. <
Fill in the blank: 3216 ____ 3219
1 2 3
0%
100%
0%
1. >2. =3. <
This is ‘four:’ 4.
1 2
14%
86%1. True2. False
This is ‘four:’ 4.
1 2
35%
65%1. True2. False
How many digits are there in a base seventeen number system?
1 2 3 4
43%
13%
0%
43%1. 162. 173. 184. It is impossible to
create a base seventeen system
How many digits are there in a base seventeen number system?
1 2 3 4
14% 14%
0%
71%1. 162. 173. 184. It is impossible to
create a base seventeen system
Our monetary system (U.S. dollars and cents) perfectly represents a base ten number system.
1. True2. False
Our monetary system (U.S. dollars and cents) perfectly represents a base ten number system.
1 2
0%0%
1. True2. False
It is possible to create a system with:-ten blocks in each rod
-six rods in each flat-three flats in each cube
1 2
0%0%
1. True2. False
It is possible to create a system with:-ten blocks in each rod
-six rods in each flat-three flats in each cube
1 2
0%0%
1. True2. False
In Roman numerals: XVII+XXI is
1 2 3 4
0% 0%0%0%
1. XXVIII2. XXVVI3. XXXVIII4. XVI
In Roman numerals: XVII+XXI is
1 2 3 4
0% 0%0%0%
1. XXVIII2. XXVVI3. XXXVIII4. XVI
It is possible to create a base ten addition algorithm that works from left to right.
1 2
0%0%
1. True2. False
It is possible to create a base ten addition algorithm that works from left to right.
1 2
0%0%
1. True2. False
It is possible to create a base ten subtraction algorithm that works from left to right.
1 2
0%0%
1. True2. False
It is possible to create a base ten subtraction algorithm that works from left to right.
1 2
0%0%
1. True2. False
The sum of two real numbers is always greater than either of the summands.
1 2
0%0%
1. True2. False
The sum of two real numbers is always greater than either of the summands.
1 2
0%0%
1. True2. False
The sum of two positive integers is always greater than either of the summands.
1 2
0%0%
1. True2. False
The sum of two positive integers is always greater than either of the summands.
1 2
0%0%
1. True2. False
The Mayans could create an addition algorithm that is conceptually similar to ours.
1 2
0%0%
1. True2. False
The Mayans could create an addition algorithm that is conceptually similar to ours.
1 2
0%0%
1. True2. False
The Romans could create an addition algorithm that is conceptually similar to ours.
1 2
0%0%
1. True2. False
The Romans could create an addition algorithm that is conceptually similar to ours.
1 2
0%0%
1. True2. False