Convert the 196 upon 321 into power notation.
Answers
Answered by
0
The solution is:
196 ⋅ 321=6.2916⋅104
Explanation
Step 1. Write entered numbers into the scientific notation. (see SN Converter for detailed explanation)
196=1.96⋅102
321=3.21⋅102
Step 2. Multiply numeric parts:
1.96⋅3.21=6.2916
Step 3. Multiply 102 by 102:
102⋅102=102+2=104
Step 4. Write the answer as the product of the numbers obtained in steps 2 and 3:
6.2916⋅104
OR
The solution is:
196321=0.610591900
Explanation
Keep in mind! Final result need to have 10 significant digits, so we need to keep at least 11 significant digits in intermediate results.
Step 1. Write entered numbers into the scientific notation. (see SN Converter for detailed explanation)
196=1.96⋅102
321=3.21⋅102
Step 2. Divide numeric parts: ( note that in intermediate calculations we use only 11 significant digits)
1.963.21≈0.6105919003
Step 3. Divide 102 by 102:
102102=102−2=100
Step 4. Write the answer as the product of the numbers obtained in steps 2 and 3:
0.6105919003⋅100
Step 5. We can see that previous reuslt has 11 digits, so we will round 0.6105919003 to 10 digits to get the correct answer.
0.610591900⋅100
196 ⋅ 321=6.2916⋅104
Explanation
Step 1. Write entered numbers into the scientific notation. (see SN Converter for detailed explanation)
196=1.96⋅102
321=3.21⋅102
Step 2. Multiply numeric parts:
1.96⋅3.21=6.2916
Step 3. Multiply 102 by 102:
102⋅102=102+2=104
Step 4. Write the answer as the product of the numbers obtained in steps 2 and 3:
6.2916⋅104
OR
The solution is:
196321=0.610591900
Explanation
Keep in mind! Final result need to have 10 significant digits, so we need to keep at least 11 significant digits in intermediate results.
Step 1. Write entered numbers into the scientific notation. (see SN Converter for detailed explanation)
196=1.96⋅102
321=3.21⋅102
Step 2. Divide numeric parts: ( note that in intermediate calculations we use only 11 significant digits)
1.963.21≈0.6105919003
Step 3. Divide 102 by 102:
102102=102−2=100
Step 4. Write the answer as the product of the numbers obtained in steps 2 and 3:
0.6105919003⋅100
Step 5. We can see that previous reuslt has 11 digits, so we will round 0.6105919003 to 10 digits to get the correct answer.
0.610591900⋅100
akashjat915:
This is not a correct answer
Similar questions