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A contractor receives a payment application from a subcontractor showing 60% completion on their $150,000 contract with 10% retainage. What amount should be paid?

Correct Answer

C) $81,000

Calculation: $150,000 × 60% = $90,000 earned. Less 10% retainage: $90,000 × 10% = $9,000. Net payment: $90,000 - $9,000 = $81,000.

Answer Options
A
$85,500
B
$95,000
C
$81,000
D
$90,000

Why This Is the Correct Answer

Option A correctly applies the retainage calculation. First, calculate the earned amount: $150,000 × 60% = $90,000. Then subtract the 10% retainage from the earned amount: $90,000 × 10% = $9,000 retainage. The net payment due is $90,000 - $9,000 = $81,000. This follows standard construction payment practices where retainage is withheld from each progress payment until project completion.

Why the Other Options Are Wrong

Option A: $85,500

This represents the gross earned amount without deducting any retainage. While $150,000 × 60% = $90,000 is correct for work completed, it fails to account for the 10% retainage requirement specified in the contract terms, resulting in an overpayment to the subcontractor.

Option B: $95,000

This amount exceeds even the gross earned amount and appears to add rather than subtract retainage. There's no valid calculation method that would result in paying more than the earned amount of $90,000, making this option mathematically impossible under standard payment procedures.

Memory Technique

Remember 'EARN then RETAIN': First calculate what's EARNED (contract × percentage), then RETAIN the specified percentage from that earned amount.

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