Who is the strongest from least to greatest?
GOKU (DRAGONBALL SUPER)
GT GOKU (DRAGONBALL GT)
SAITAMA (ONE PUNCH MAN)
DEKU (MY HERO ACADEMIA)
VEGETA (DRAGONBALL SUPER)
GOHAN (DRAGONBALL SUPER)
NATSU (FAIRY TALE)
LUFFY (ONE PIECE)
KANAKI (TOKYO GHOUL)
NARUTO (NARUTO)
JIREN (DRAGONBALL SUPER)
GOGETA (DRAGONBALL SUPER)
VEGITO (DRAGONBALL SUPER)

Chosen according to the volume of oil it can haul, as shown in at a railway yard, locomotives are used to haul containers carrying the table. locomotive capacity a450 0 -750 cubic feet cg35 750-1,500 cubic feet br73 1,500-2,500 cubic feet yh61 2,500-3,500 cubic feet & the four cylindrical containers listed in the table need to be hauled. cylinder length (ft.) diameter (ft.) fill level a 40 , 12 half b 24 8 full c 16 16 full 6 12 full d match each container to the locomotive needed to haulit a450 cylinder a yh61 cylinder d

Alarger number is double the sum of a smaller number. the larger number is 2 less than 3 times the smaller number. if y represents the larger number and x represents the smaller number, which equations model the situation

Naruto is choosing between two venues that will deliver food to his house. with probability 1/3 he will choose ramen mania (r), and with probability 2/3 he will choose sushi (s). if he chooses r, 15 minutes after making the call, the remaining time it takes the food to arrive is exponentially distributed with average 10 minutes. if he orders s, 10 minutes after making the call, the time it takes the food to arrive is exponentially distributed with an average of 12 minutes. given that he has already waited 25 minutes after calling, and the food has not arrived, what is the probability that he ordered from r? i am really stuck on how to set this up, so if you could be extra clear, that would be super ! in advance