Find the value of \(a\) that satisfies the equation \(293_{a}+468_{a}=73B_{a}\), where \(B_{a}=11_{10}\) .
What is 73B_a?
Is there a multiply sign between the 3 and the B in which case is both the B and the 73 in base a
OR is B just the last digit of the base a number.
293_12 + 468_12 =73B_12
B_12 =11_10
