The ideal ratio for Current Ratio and Quick Ratio respectively are: A. 1 : 1 B. 2 : 1 C. No ideal ratio D. 1 : 2 E. 1 : 3 Choose the correct answer from the options given below:
(B) and (A) only
Understanding Ideal Ratios for Liquidity Analysis
This question asks about the ideal ratios for two important liquidity ratios: the Current Ratio and the Quick Ratio. These ratios help assess a company's ability to meet its short-term obligations using its current assets.
What are Liquidity Ratios?
Liquidity ratios are financial metrics used to determine a company's ability to repay its short-term debts and obligations using its most liquid assets. They are crucial indicators of a company's short-term financial health.
Current Ratio
The Current Ratio measures a company's ability to pay off its short-term liabilities (those due within one year) with its current assets (assets expected to be converted to cash within one year). The formula is:
\( \text{Current Ratio} = \frac{\text{Current Assets}}{\text{Current Liabilities}} \)
Quick Ratio (or Acid-Test Ratio)
The Quick Ratio is a more stringent measure of liquidity than the Current Ratio. It excludes inventory from current assets because inventory might not be quickly convertible into cash, especially during financial distress. The formula is:
\( \text{Quick Ratio} = \frac{\text{Current Assets} - \text{Inventory}}{\text{Current Liabilities}} \)
Sometimes, prepaid expenses are also excluded from current assets in the quick ratio calculation, depending on the definition used.
Identifying the Ideal Current Ratio and Ideal Quick Ratio
While there isn't a universally "perfect" ratio that applies to all industries, certain benchmarks are generally considered ideal or healthy indicators of liquidity.
- Ideal Current Ratio: A Current Ratio of 2:1 is often considered ideal. This suggests that a company has two dollars of current assets for every dollar of current liabilities. A ratio significantly below 2:1 might indicate difficulty meeting short-term obligations, while a much higher ratio might suggest inefficient use of assets.
- Ideal Quick Ratio: A Quick Ratio of 1:1 is frequently considered ideal. This means a company has one dollar of highly liquid assets (excluding inventory) for every dollar of current liabilities. A ratio of 1:1 suggests that the company can cover its immediate short-term debts without relying on selling its inventory.
Let's look at the options provided for the ideal ratios:
- A. 1 : 1
- B. 2 : 1
- C. No ideal ratio
- D. 1 : 2
- E. 1 : 3
The question asks for the ideal ratio for Current Ratio and Quick Ratio respectively. Based on our understanding:
- Ideal Current Ratio is generally 2:1 (Option B).
- Ideal Quick Ratio is generally 1:1 (Option A).
Therefore, the correct pairing, respectively, is (B) and (A).
Let's examine the provided options for the correct answer:
- (A) and (B) only: This pairing would mean Ideal Current Ratio is 1:1 and Ideal Quick Ratio is 2:1, which is incorrect.
- (A) and (C) only: This pairing suggests Ideal Current Ratio is 1:1 and for Quick Ratio there is no ideal, which is incorrect.
- (B) and (A) only: This pairing suggests Ideal Current Ratio is 2:1 and Ideal Quick Ratio is 1:1, which aligns with the generally accepted ideal ratios.
- (D) and (E) only: This pairing suggests Ideal Current Ratio is 1:2 and Ideal Quick Ratio is 1:3, which are typically considered low and might indicate liquidity problems.
The option that correctly states the ideal Current Ratio as 2:1 and the ideal Quick Ratio as 1:1, in that order, is "(B) and (A) only".
| Ratio | Calculation | Generally Accepted Ideal Ratio | Significance |
|---|---|---|---|
| Current Ratio | \( \frac{\text{Current Assets}}{\text{Current Liabilities}} \) | 2 : 1 | Overall short-term solvency |
| Quick Ratio | \( \frac{\text{Current Assets} - \text{Inventory}}{\text{Current Liabilities}} \) | 1 : 1 | Ability to meet short-term debt with most liquid assets |
Revision Table: Key Liquidity Ratios
| Ratio Name | Formula | Benchmark/Ideal |
|---|---|---|
| Current Ratio | \( \frac{\text{Current Assets}}{\text{Current Liabilities}} \) | 2:1 |
| Quick Ratio | \( \frac{\text{Current Assets} - \text{Inventory}}{\text{Current Liabilities}} \) | 1:1 |
| Cash Ratio | \( \frac{\text{Cash} + \text{Cash Equivalents}}{\text{Current Liabilities}} \) | Often 0.5:1 or higher (more conservative) |
Additional Information: Importance of Ideal Ratios
Understanding ideal financial ratios like the Current Ratio and Quick Ratio is vital for several reasons:
- Assessing Liquidity: They provide a quick snapshot of a company's ability to pay its bills in the short term.
- Benchmarking: Comparing a company's ratios to these ideal benchmarks or industry averages helps evaluate its financial health relative to others.
- Identifying Risks: Ratios significantly lower than the ideal might signal potential cash flow problems or excessive reliance on inventory.
- Decision Making: Investors, creditors, and management use these ratios to make informed decisions about lending, investing, or operational improvements.
It's important to remember that these are general guidelines. The "ideal" ratio can vary significantly depending on the industry (e.g., a retail business with high inventory turnover vs. a service business with low inventory) and the specific economic conditions.
Important Questions from Accounting Ratios
Calculate the amount of fixed obligation of the company.
The return on investment will be:
Earning Per Share (EPS) will be:
The Price Earning (P/E) ratio will be:
Gross Profit Ratio of a company was 25%. If credit revenue from operation was ₹20,00,000 and cash revenue from operation is 20% of total revenue. If indirect expense of the company was ₹50,000. Calculate Net Profit Ratio?
