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Complete the following computation in base
5.
3 0 2 45
+ 4 0 2 35
Complete the following computation in base
5.
3 0 2 45
+ 4 0 2 55
First, we add 4 + 5.
This gives 9, which is larger than our
base (5).
Therefore, we have to convert:
4 + 5 = 9 = ( __ × 5) + ( __ × 1)
Complete the following computation in base
5.
3 0 2 45
+ 4 0 2 55
There is one set of 5 and 4 sets of 1 in
9.
4 + 5 = 9 = ( 1 × 5) + ( 4 × 1) = 145
So, we write the 4 and carry the 1
Complete the following computation in base
5.
1
3 0 2 45
+ 4 0 2 55
45
Complete the following computation in base
5.
1
3 0 2 45
+ 4 0 2 55
45
Now, we add 1 + 2 + 2.
This gives 5, which is equal to our base
(5).
Therefore, we have to convert:
1 + 2 + 2 = 5 = ( __ × 5) + ( __ × 1)
Complete the following computation in base
5.
1
3 0 2 45
+ 4 0 2 55
45
There is one set of 5 and 0 sets of 1 in
5.
1 + 2 + 2 = 5 = ( 1 × 5) + ( 0 × 1) = 105
So, we write the 0 and carry the 1
Complete the following computation in base
5.
1 1
3 0 2 45
+ 4 0 2 55
0 45
Complete the following computation in base
5.
1 1
3 0 2 45
+ 4 0 2 55
1 0 45
Then, we add 1 + 0 + 0.
This gives 1, which is less than our
base (5).
Therefore, we can just write the 1.
Complete the following computation in base
5.
1 1
3 0 2 45
+ 4 0 2 55
1 0 45
Finally, we add 3 + 4.
This gives 7, which is larger than our
base (5).
Therefore, we have to convert:
3 + 4 = 7 = ( __ × 5) + ( __ × 1)
Complete the following computation in base
5.
1 1
3 0 2 45
+ 4 0 2 55
1 2 1 0 45
There is one set of 5 and 2 sets of 1 in
5.
3 + 4 = 7 = ( 1 × 5) + ( 2 × 1) = 125
Since this is the last computation, we
just write 1 and 2.
Complete the following computation in base
5.
1 1
3 0 2 45
+ 4 0 2 55
1 2 1 0 45
Our final answer is
121045
Complete the following computation in base
8.
7 0 1 48
̶ 3 4 0 78
Complete the following computation in base
8.
7 0 1 48
̶ 3 4 0 78
First, we subtract 4 ̶ 7.
Since 7 is bigger than 4, we will have
to borrow.
Complete the following computation in base
8.
0 12
7 0 1 48
̶ 3 4 0 78
58
We borrow from the 1. Remember
that when you borrow, you borrow
the base.
So, the 1 becomes a 0 and the 4
becomes 4 + 8 = 12.
Complete the following computation in base
8.
0 12
7 0 1 48
̶ 3 4 0 78
0 58
Now, 0 – 0 = 0
Complete the following computation in base
8.
0 12
7 0 1 48
̶ 3 4 0 78
0 58
Now, we subtract 0 ̶ 4.
Since 4 is bigger than 0, we will have
to borrow.
Complete the following computation in base
8.
6 8 0 12
7 0 1 48
̶ 3 4 0 78
4 0 58
We borrow from the 7. Remember
that when you borrow, you borrow
the base.
So, the 7 becomes a 6 and the 0
becomes 0 + 8 = 8.
Complete the following computation in base
8.
6 8 0 12
7 0 1 48
̶ 3 4 0 78
3 4 0 58
Finally, 6 – 3 = 3
Complete the following computation in base
8.
6 8 0 12
7 0 1 48
̶ 3 4 0 78
3 4 0 58
Our final answer is
34058

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Adding and subtracting in other bases

  • 1. Complete the following computation in base 5. 3 0 2 45 + 4 0 2 35
  • 2. Complete the following computation in base 5. 3 0 2 45 + 4 0 2 55 First, we add 4 + 5. This gives 9, which is larger than our base (5). Therefore, we have to convert: 4 + 5 = 9 = ( __ × 5) + ( __ × 1)
  • 3. Complete the following computation in base 5. 3 0 2 45 + 4 0 2 55 There is one set of 5 and 4 sets of 1 in 9. 4 + 5 = 9 = ( 1 × 5) + ( 4 × 1) = 145 So, we write the 4 and carry the 1
  • 4. Complete the following computation in base 5. 1 3 0 2 45 + 4 0 2 55 45
  • 5. Complete the following computation in base 5. 1 3 0 2 45 + 4 0 2 55 45 Now, we add 1 + 2 + 2. This gives 5, which is equal to our base (5). Therefore, we have to convert: 1 + 2 + 2 = 5 = ( __ × 5) + ( __ × 1)
  • 6. Complete the following computation in base 5. 1 3 0 2 45 + 4 0 2 55 45 There is one set of 5 and 0 sets of 1 in 5. 1 + 2 + 2 = 5 = ( 1 × 5) + ( 0 × 1) = 105 So, we write the 0 and carry the 1
  • 7. Complete the following computation in base 5. 1 1 3 0 2 45 + 4 0 2 55 0 45
  • 8. Complete the following computation in base 5. 1 1 3 0 2 45 + 4 0 2 55 1 0 45 Then, we add 1 + 0 + 0. This gives 1, which is less than our base (5). Therefore, we can just write the 1.
  • 9. Complete the following computation in base 5. 1 1 3 0 2 45 + 4 0 2 55 1 0 45 Finally, we add 3 + 4. This gives 7, which is larger than our base (5). Therefore, we have to convert: 3 + 4 = 7 = ( __ × 5) + ( __ × 1)
  • 10. Complete the following computation in base 5. 1 1 3 0 2 45 + 4 0 2 55 1 2 1 0 45 There is one set of 5 and 2 sets of 1 in 5. 3 + 4 = 7 = ( 1 × 5) + ( 2 × 1) = 125 Since this is the last computation, we just write 1 and 2.
  • 11. Complete the following computation in base 5. 1 1 3 0 2 45 + 4 0 2 55 1 2 1 0 45 Our final answer is 121045
  • 12. Complete the following computation in base 8. 7 0 1 48 ̶ 3 4 0 78
  • 13. Complete the following computation in base 8. 7 0 1 48 ̶ 3 4 0 78 First, we subtract 4 ̶ 7. Since 7 is bigger than 4, we will have to borrow.
  • 14. Complete the following computation in base 8. 0 12 7 0 1 48 ̶ 3 4 0 78 58 We borrow from the 1. Remember that when you borrow, you borrow the base. So, the 1 becomes a 0 and the 4 becomes 4 + 8 = 12.
  • 15. Complete the following computation in base 8. 0 12 7 0 1 48 ̶ 3 4 0 78 0 58 Now, 0 – 0 = 0
  • 16. Complete the following computation in base 8. 0 12 7 0 1 48 ̶ 3 4 0 78 0 58 Now, we subtract 0 ̶ 4. Since 4 is bigger than 0, we will have to borrow.
  • 17. Complete the following computation in base 8. 6 8 0 12 7 0 1 48 ̶ 3 4 0 78 4 0 58 We borrow from the 7. Remember that when you borrow, you borrow the base. So, the 7 becomes a 6 and the 0 becomes 0 + 8 = 8.
  • 18. Complete the following computation in base 8. 6 8 0 12 7 0 1 48 ̶ 3 4 0 78 3 4 0 58 Finally, 6 – 3 = 3
  • 19. Complete the following computation in base 8. 6 8 0 12 7 0 1 48 ̶ 3 4 0 78 3 4 0 58 Our final answer is 34058