# What is the formula of benefit/cost ratio?

## What is the formula of benefit/cost ratio?

The BCR is calculated by dividing the proposed total cash benefit of a project by the proposed total cash cost of the project.

## How is PMP benefit/cost calculated?

Define Benefit-Cost Ratio. BCR PMP Limitations….Benefit-Cost Ratio Formula for the PMP Exam

1. PV of benefits = \$200,000.
2. PV of costs = \$100,000.
3. Benefit-cost ratio = 200,000/100,000.
4. The ratio is 2.0, which is greater than 1.0, so the benefits outweigh the costs.

## What does a benefit-cost ratio of 2.1 mean?

You are reviewing several feasibility reports.One report shows a benefit cost ratio of. 2.1. This means: A. The costs are 2.1 times the benefits.

## What is opportunity cost in PMP?

Opportunity cost is the difference between the net value of the path that was chosen and the net value of the best alternative that was not chosen. Risk management and capital budget management are some of the ways in which a project manager can minimize the opportunity costs and maximize the returns in his projects.

## Why is cost benefit ratio important?

The benefit-cost ratio is used to determine the viability of cash flows from an asset or project. The higher the ratio, the more attractive the project’s risk-return profile. Poor cash flow forecasting or an incorrect discount rate would lead to a flawed benefit-cost ratio.

## Is a higher benefit-cost ratio better?

A benefit–cost ratio (BCR) is an indicator, used in cost–benefit analysis, that attempts to summarize the overall value for money of a project or proposal. The higher the BCR the better the investment. The general rule of thumb is that if the benefit is higher than the cost the project is a good investment.

## What is the main goal of a cost-benefit analysis?

CBA has two main applications: To determine if an investment (or decision) is sound, ascertaining if – and by how much – its benefits outweigh its costs. To provide a basis for comparing investments (or decisions), comparing the total expected cost of each option with its total expected benefits.