A school is planning a field trip for 142 people. the trip will use six drivers and two types of vehicles : buses and vans. A bus can seat 51 passngers.

A van can seat 10 passengers. Write and solve a system of equations to find how many buses and how many vans will be needed

Question

Rylan Hendrix

Mathematics

2 July, 06:43

A school is planning a field trip for 142 people. the trip will use six drivers and two types of vehicles : buses and vans. A bus can seat 51 passngers.

A van can seat 10 passengers. Write and solve a system of equations to find how many buses and how many vans will be needed

+1

Answers (1)

Know the Answer?

Anya Zuniga · Answer 1

Step-by-step explanation:

The trip will use six drivers therefore

x+y=6

51x+10y=142 (A bus can seat 51 passengers. A van can seat 10 passengers.)

10x+10y=60

41x=82

x=2 buses

y=4 vans

Got it?

A school is planning a field trip for 142 people. the trip will use six drivers and two types of vehicles : buses and vans. A bus can seat 51 passngers.A van can seat 10 passengers. Write and solve a system of equations to find how many buses and how many vans will be needed

A school is planning a field trip for 142 people. the trip will use six drivers and two types of vehicles : buses and vans. A bus can seat 51 passngers.

A van can seat 10 passengers. Write and solve a system of equations to find how many buses and how many vans will be needed