Tree pruning company A charges a one time $100 fee and $50 for each tree that they prune. Tree pruning company B charges a one time $80 fee and $60 for each tree that they prune.

Let the variable t represent the amount trees pruned and c represent the cost. For how many pruned trees will the cost be the same for both companies?

Which system of equations can be used to solve this problem?

{c=100-50t c=80-60t

{c=50+100t c=60+80t

{c=150t c=140t

{c=100+50t c=80+60t

Question

Mathematics

Dominique Boyd

3 April, 04:03

Tree pruning company A charges a one time $100 fee and $50 for each tree that they prune. Tree pruning company B charges a one time $80 fee and $60 for each tree that they prune.

Let the variable t represent the amount trees pruned and c represent the cost. For how many pruned trees will the cost be the same for both companies?

Which system of equations can be used to solve this problem?

{c=100-50t c=80-60t

{c=50+100t c=60+80t

{c=150t c=140t

{c=100+50t c=80+60t

+2

Answers (1)

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Prego · Answer 1

Company A: a one time $100 fee and $50 for each tree

c = 100 + 50t

Company B: one time $80 fee and $60 for each tree

c = 80 + 60t

answer is {c=100+50t c=80+60t (last choice)