Distance biked before lunch = 1
km (the number is written in mixed fraction)
⇒ Distance biked before lunch =

Distance biked after lunch = 6
km (the number is written in mixed fraction)
⇒ Distance biked after lunch =

We need to determine how much farther does Hallie bike after lunch than before lunch
Extra distance biked after lunch vs. before lunch =
-

⇒ Extra distance biked after lunch vs. before lunch =

⇒ Extra distance biked after lunch vs. before lunch =

⇒ Extra distance biked after lunch vs. before lunch = 4
(in mixed fraction)
Hence, Hallie biked 4
km extra after lunch vs. before lunch.