Answer :
T + B = 27 And 8T + 4B = 144 (maximum capacity)
8T + 4B = 144 → 4B = 144 - 8T → And B = 35 - 2T
Plugin B value in 1st equation (T+B = 27)
T + 35 - 2T = 27
- T = 27 - 35 → - T = - 8 And T = 8. If T = 8 then B = 27-8 = 19
Then there are 19 Boots
8T + 4B = 144 → 4B = 144 - 8T → And B = 35 - 2T
Plugin B value in 1st equation (T+B = 27)
T + 35 - 2T = 27
- T = 27 - 35 → - T = - 8 And T = 8. If T = 8 then B = 27-8 = 19
Then there are 19 Boots