Answer:
There were 12 lambs in the farm
Step-by-step explanation:
Let D = ducks , and L = lambs
Now , given that the total is 20 so
Then , if there were 64 legs altogether. Remember that Ducks only have 2 legs and lambs have 4 legs.
Solving the system of linear equation: By substitution:
D + L = 20
D = 20 - L
» Substitute the value of D to the other equation
2D + 4L = 64
2(20-L) + 4L = 64
40-2L + 4L = 64
40 + 2L = 64
2L = 64-40
2L = 24
L = 12
Copyright © 2024 EHUB.TIPS team's - All rights reserved.
Answers & Comments
Answer:
There were 12 lambs in the farm
Step-by-step explanation:
Let D = ducks , and L = lambs
Now , given that the total is 20 so
Then , if there were 64 legs altogether. Remember that Ducks only have 2 legs and lambs have 4 legs.
Solving the system of linear equation: By substitution:
D + L = 20
D = 20 - L
» Substitute the value of D to the other equation
2D + 4L = 64
2(20-L) + 4L = 64
40-2L + 4L = 64
40 + 2L = 64
2L = 64-40
2L = 24
L = 12