inventories is Rs. 5,000, calculate current assets and quick assets.
This question asks us to calculate the Current Assets and Quick Assets for X Ltd., given specific financial ratios and information about inventories.
Understanding these ratios is key:
We are given the following information for X Ltd.:
To find the Current Assets and Quick Assets, we first need to determine the Current Liabilities. Let's use variables:
From the given ratios, we can write:
We also know the relationship:
$ \text{Inv} = \text{CA} - \text{QA} $
Substitute the known value of Inventories and the expressions for CA and QA:
$ 5,000 = (3 \times \text{CL}) - (2 \times \text{CL}) $
Simplify the equation:
$ 5,000 = \text{CL} $
Therefore, the Current Liabilities for X Ltd. are Rs. 5,000.
Now that we have the Current Liabilities, we can calculate the Current Assets:
$ \text{CA} = 3 \times \text{CL} $
$ \text{CA} = 3 \times 5,000 $
$ \text{CA} = 15,000 $
So, the Current Assets are Rs. 15,000.
Similarly, we calculate the Quick Assets:
$ \text{QA} = 2 \times \text{CL} $
$ \text{QA} = 2 \times 5,000 $
$ \text{QA} = 10,000 $
Thus, the Quick Assets are Rs. 10,000.
The calculated values are Current Assets = Rs. 15,000 and Quick Assets = Rs. 10,000.
The cost of a diamond is directly proportional to the square of its weight. The cost of a 14 gm diamond is Rs. 2560. This diamond got broken down into two pieces in the ratio of 5 ∶ 9. How much loss percent is incurred due to this breakage ? (Correct to two decimal places)
Atul purchased Bread costing Rs.20 and gave a 100 rupee note to the shopkeeper. The shopkeeper gave the balance money in coins of denomination Rs.2, Rs.5 and Rs.10. If these coins are in the ratio 5 ∶ 4 ∶ 1, then how many Rs.5 coins did the shopkeeper give?
A person divides a certain amount among his three sons in the ratio of 3 ∶ 4 ∶ 5. If he had divided this amount in the ratio of 1/3,1/4,1/5, his son, who had got the lowest share earlier, would get Rs.1,188 more. Find the amount (in Rs).
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If a : b : c = \(\frac{1}{4} : \frac{1}{3} : \frac{1}{2}, \) then \( \ \frac{a}{b} : \frac{b}{c} : \frac{c}{a} = ?\)