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Find the ratio of the number of bikes in bad condition in shop b and d together to one upon 4 the number of bikes in good condition in shop a?
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Find the ratio of the number of bikes in bad condition in shop b and d...
Understanding the Problem
To find the desired ratio, we first need to identify the number of bikes in bad condition in shops B and D, and then compare that to one-fourth of the number of bikes in good condition in shop A.
Step 1: Identify Bikes in Bad Condition
- Let’s denote:
- The number of bikes in bad condition in shop B as B_bad.
- The number of bikes in bad condition in shop D as D_bad.
- Total bikes in bad condition in shops B and D together is:
- Total Bad = B_bad + D_bad.
Step 2: Identify Bikes in Good Condition
- Let’s denote:
- The number of bikes in good condition in shop A as A_good.
- One-fourth of the number of bikes in good condition in shop A is:
- One-fourth = A_good / 4.
Step 3: Calculate the Ratio
- The ratio of the total number of bikes in bad condition in shops B and D to one-fourth of the number of bikes in good condition in shop A is expressed as:
- Ratio = (B_bad + D_bad) : (A_good / 4).
- This can be simplified to:
- Ratio = 4 * (B_bad + D_bad) : A_good.
Conclusion
- To finalize the answer, substitute the actual values of B_bad, D_bad, and A_good from the problem statement to get the numerical ratio.
- This ratio illustrates the relationship between the bikes in bad condition in shops B and D compared to the good condition bikes in shop A, allowing for a clearer understanding of the overall bike condition in these shops.
To find the desired ratio, we first need to identify the number of bikes in bad condition in shops B and D, and then compare that to one-fourth of the number of bikes in good condition in shop A.
Step 1: Identify Bikes in Bad Condition
- Let’s denote:
- The number of bikes in bad condition in shop B as B_bad.
- The number of bikes in bad condition in shop D as D_bad.
- Total bikes in bad condition in shops B and D together is:
- Total Bad = B_bad + D_bad.
Step 2: Identify Bikes in Good Condition
- Let’s denote:
- The number of bikes in good condition in shop A as A_good.
- One-fourth of the number of bikes in good condition in shop A is:
- One-fourth = A_good / 4.
Step 3: Calculate the Ratio
- The ratio of the total number of bikes in bad condition in shops B and D to one-fourth of the number of bikes in good condition in shop A is expressed as:
- Ratio = (B_bad + D_bad) : (A_good / 4).
- This can be simplified to:
- Ratio = 4 * (B_bad + D_bad) : A_good.
Conclusion
- To finalize the answer, substitute the actual values of B_bad, D_bad, and A_good from the problem statement to get the numerical ratio.
- This ratio illustrates the relationship between the bikes in bad condition in shops B and D compared to the good condition bikes in shop A, allowing for a clearer understanding of the overall bike condition in these shops.
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Find the ratio of the number of bikes in bad condition in shop b and d together to one upon 4 the number of bikes in good condition in shop a?
Question Description
Find the ratio of the number of bikes in bad condition in shop b and d together to one upon 4 the number of bikes in good condition in shop a? for UPSC 2025 is part of UPSC preparation. The Question and answers have been prepared according to the UPSC exam syllabus. Information about Find the ratio of the number of bikes in bad condition in shop b and d together to one upon 4 the number of bikes in good condition in shop a? covers all topics & solutions for UPSC 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Find the ratio of the number of bikes in bad condition in shop b and d together to one upon 4 the number of bikes in good condition in shop a?.
Find the ratio of the number of bikes in bad condition in shop b and d together to one upon 4 the number of bikes in good condition in shop a? for UPSC 2025 is part of UPSC preparation. The Question and answers have been prepared according to the UPSC exam syllabus. Information about Find the ratio of the number of bikes in bad condition in shop b and d together to one upon 4 the number of bikes in good condition in shop a? covers all topics & solutions for UPSC 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Find the ratio of the number of bikes in bad condition in shop b and d together to one upon 4 the number of bikes in good condition in shop a?.
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