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Answer :
Sure, let's go through each part of the question step-by-step:
1. GH\[tex]$8.00:
- This seems to involve the number 8.00. Without additional context specifying any specific operations, the straightforward interpretation is the value itself.
- So, the result is 8.0.
2. GH\$[/tex].900:
- This appears to represent a decimal number 0.900.
- Therefore, the result is 0.9.
3. 6 + 14.25 \cdot 00:
- Here, we are adding 6 to the product of 14.25 and 00. Multiplying any number by 0 gives 0.
- As a result, 6 + 0 equals 6.0.
4. 6 + 4 x \cdot 10 \cdot 00:
- Similar to step 3, any term multiplied by 0 results in 0. So, 4 multiplied by 10 and then by 0 gives 0.
- Adding this to 6, we get 6.
5. GHF-13.00:
- This appears to be a straightforward representation of a negative number.
- So, the result is -13.0.
These are the simplified solutions to each part based on interpreting the given information.
1. GH\[tex]$8.00:
- This seems to involve the number 8.00. Without additional context specifying any specific operations, the straightforward interpretation is the value itself.
- So, the result is 8.0.
2. GH\$[/tex].900:
- This appears to represent a decimal number 0.900.
- Therefore, the result is 0.9.
3. 6 + 14.25 \cdot 00:
- Here, we are adding 6 to the product of 14.25 and 00. Multiplying any number by 0 gives 0.
- As a result, 6 + 0 equals 6.0.
4. 6 + 4 x \cdot 10 \cdot 00:
- Similar to step 3, any term multiplied by 0 results in 0. So, 4 multiplied by 10 and then by 0 gives 0.
- Adding this to 6, we get 6.
5. GHF-13.00:
- This appears to be a straightforward representation of a negative number.
- So, the result is -13.0.
These are the simplified solutions to each part based on interpreting the given information.
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