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A car valued at 24000 can be bought using the hire purchase system. A deposit of 4000 and 12 monthly installments of 2000 each is required what is the total cost of the car? 24000 32000 30000 28000 A water bill charges 150 first 5,000 liters and 0.03 per liter for every additional I liter. If a household I uses 6000 liters,how much will the customer pay? 150.03 153.00 180.00 200.00 1 point for the point

Pergunta

A car valued at 24000 can be
bought using the hire purchase
system. A deposit of 4000 and
12 monthly installments of 
2000 each is required what is the
total cost of the car?
 24000
 32000
 30000
 28000
A water bill charges 150
first 5,000 liters and 0.03 per
liter for every additional I liter. If a
household I uses 6000 liters,how
much will the customer pay?
 150.03
 153.00
 180.00
 200.00
1 point
for the point

A car valued at 24000 can be bought using the hire purchase system. A deposit of 4000 and 12 monthly installments of 2000 each is required what is the total cost of the car? 24000 32000 30000 28000 A water bill charges 150 first 5,000 liters and 0.03 per liter for every additional I liter. If a household I uses 6000 liters,how much will the customer pay? 150.03 153.00 180.00 200.00 1 point for the point

Solução

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BrunaElite · Tutor por 8 anos

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The correct answer for the first question is $\$ 32000$.<br /><br />To calculate the total cost of the car using the hire purchase system, we need to add the deposit and the total amount of the monthly installments. The deposit is $\$ 4000$, and the total amount of the monthly installments is $12 \times \$ 2000 = \$ 24000$. Therefore, the total cost of the car is $\$ 4000 + \$ 24000 = \$ 32000$.<br /><br />The correct answer for the second question is $\$ 180.00$.<br /><br />To calculate the water bill for the household, we need to add the fixed charge for the first 5,000 liters and the charge for the additional liters. The fixed charge for the first 5,000 liters is $\$ 150$, and the charge for the additional liters is $0.03 \times (6000 - 5000) = \$ 0.03 \times 1000 = \$ 30$. Therefore, the total amount the customer will pay is $\$ 150 + \$ 30 = \$ 180.00$.
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