Number Sense A circle graph has five sectors. Two sectors are equal to 25% each. The third sector is equal to 35%. Which CANNOT be the value of either of the remaining two sectors?
22%
11%
10%
1%
To find the value that cannot be the value of either of the remaining two sectors, we need to calculate the sum of the three known sectors (two sectors that are equal to 25% and one sector that is equal to 35%).
The sum of the known sectors is:
25% + 25% + 35% = 85%
Subtracting this sum from 100% (the total percentage of the circle) will give us the remaining percentage that is split between the two remaining sectors:
100% - 85% = 15%
Now, we can compare the remaining percentages (15%) with the options given (22%, 11%, 10%, 1%) to find the value that cannot be the value of either of the remaining two sectors.
Out of the given options, 11% cannot be the value of either of the remaining two sectors, as it is greater than the remaining percentage (15%).
So, the answer is 11%.