Answer:
30 m vertically and 10 horizontally for a rectangle in a corner of the warehouse.
Neither, because for a function, each range has it own domain
First of all you said per second two times and second of all it goes up at a constant rate when making the graph as stated
1
Simplify brackets
−2(−4y+1)−2y+3−3y+2-2(-4y+1)-2y+3-3y+2−2(−4y+1)−2y+3−3y+2
2
Collect like terms
−2(−4y+1)+(−2y−3y)+(3+2)-2(-4y+1)+(-2y-3y)+(3+2)−2(−4y+1)+(−2y−3y)+(3+2)
3
Simplify
−2(−4y+1)−5y+5-2(-4y+1)-5y+5−2(−4y+1)−5y+5
4
Expand
8y−2−5y+58y-2-5y+58y−2−5y+5
5
Collect like terms
(8y−5y)+(−2+5)(8y-5y)+(-2+5)(8y−5y)+(−2+5)
6
Simplify
3y+33y+33y+3
Flip the x and y like in the coordinate plane x,y not y,x
