We can convert both numbers to base 10, add them up, and convert them back.
First, let's convert the two. We have
\((357)_8 = (3 × 8^2) + (5 × 8^1) + (7 × 8^0) = (239)_{10} \)
\((501)_8 = (5 × 8^2) + (0 × 8^1) + (1 × 8^0) = (321)_{10} \)
Adding our two results up, we get the sum
\(321+239=560\)
Now, we must convert this into base 8 again.
We get \(560_{10}=1060_8\)
So our final answer is 1060.
Thanks! :)
We can convert both numbers to base 10, add them up, and convert them back.
First, let's convert the two. We have
\((357)_8 = (3 × 8^2) + (5 × 8^1) + (7 × 8^0) = (239)_{10} \)
\((501)_8 = (5 × 8^2) + (0 × 8^1) + (1 × 8^0) = (321)_{10} \)
Adding our two results up, we get the sum
\(321+239=560\)
Now, we must convert this into base 8 again.
We get \(560_{10}=1060_8\)
So our final answer is 1060.
Thanks! :)