If two liquids are mixed in the ratio 1:4, what is the ratio of the second liqui

₹0.0

Question: If two liquids are mixed in the ratio 1:4, what is the ratio of the second liquid to the total mixture?

Options:

Correct Answer: 4:5

Solution:

Total parts = 1 + 4 = 5. Ratio of second liquid to total = 4:5.

If two liquids are mixed in the ratio 1:4, what is the ratio of the second liquid to the total mixture?

If two liquids are mixed in the ratio 1:4, what is the ratio of the second liquid to the total mixture?

Step 1: Understand the ratio given, which is 1:4. This means for every 1 part of the first liquid, there are 4 parts of the second liquid.
Step 2: Calculate the total parts of the mixture by adding the parts of both liquids together. So, 1 part (first liquid) + 4 parts (second liquid) = 5 total parts.
Step 3: Identify how many parts are from the second liquid. In this case, the second liquid has 4 parts.
Step 4: To find the ratio of the second liquid to the total mixture, use the number of parts of the second liquid (4) and the total parts (5). This gives us the ratio 4:5.

Ratio and Proportion – Understanding how to calculate ratios and proportions when mixing quantities.
Total Mixture Calculation – Calculating the total amount of a mixture based on the given ratios.