Final answer:
To find the fraction of senators who are Democrat or Republican, we add the fractions representing Democrats and Republicans. The fraction is $rac{49}{50}$.
Step-by-step explanation:
To find the fraction of senators who are Democrat or Republican, we need to add the fractions representing Democrats and Republicans. The fraction of senators who are Democrats is $rac{46}{100}$, and the fraction of senators who are Republicans is $rac{13}{25}$.
To add these fractions, we need a common denominator. The least common multiple of 100 and 25 is 100, so we can rewrite the fractions with denominators of 100. $rac{46}{100}$ is equivalent to $rac{46}{100} imes rac{1}{1}$, and $rac{13}{25}$ is equivalent to $rac{13}{25} imes rac{4}{4}$ (since $25 imes 4 = 100$).
Now we can add the fractions: $rac{46}{100} + rac{13}{25} = rac{46}{100} + rac{52}{100} = rac{98}{100}$.
So, $rac{98}{100}$ of the senators are Democrat or Republican, which simplifies to $rac{49}{50}$.