The plot below shows the weight of 14 pumpkins Jack-O-Lantern farm.
https://prnt.sc/r579dh
lyde picked the lightest pumpkin. Koen picked the two heaviest pumpkins.
How much more do Koen's pumpkins combined weigh than Clyde's pumpkin weighs?
All measurements are rounded to the nearest 1/4 pound
+304 Clyde's lightest pumpkins show that they are \(10\frac{3}{4}.\) Koen's heaviest pumpkins weigh \(17\frac{2}{4}\) each. Thus, \(17\frac{2}{4}\cdot2=35.\) Then, Clyde's pumpkins subtracted from Koen's pumpkins will be \(35-10\frac{3}{4}=\boxed{24\frac{1}{4}}.\)
+304 Clyde's lightest pumpkins show that they are \(10\frac{3}{4}.\) Koen's heaviest pumpkins weigh \(17\frac{2}{4}\) each. Thus, \(17\frac{2}{4}\cdot2=35.\) Then, Clyde's pumpkins subtracted from Koen's pumpkins will be \(35-10\frac{3}{4}=\boxed{24\frac{1}{4}}.\)
