🔢 ENDED Number crunching time ENDED 🔣
Comments
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Let panda = x, cat = y, and black sheep (I dunno rlly what the animal it is) = z. Thus, the math expressions are:
x + x + x = 21 .... (1) (equivalent with 3x = 21)
y + y + x = 19 .... (2) (equivalent with x + 2y = 19)
z + y + x = 15 .... (3)
The problem is x + z * y = ....?
Let's solve this!
Equation (1) 3x = 21
<--> x = 21/3
<--> x = 7
Equation (2) x + 2y = 19
<--> 7 + 2y = 19
<--> 2y = 19 - 7
<--> 2y = 12
<--> y = 12/2
<--> y = 6
Equation (3) z + y + x = 15
<--> z + 6 + 7 = 15
<--> z = 15 - 6 - 7
<--> z = 2
Thus, the solutions are {x, y, z} = {7, 6, 2}.
Problem: x + z * y = 7 + 2 * 6 = 7 + 12 = 19 (Solved!)
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