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12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y < 30,000="" (b)="" 175x="" 95y="" /> 30,000 (c) 175x 95y = 30,000 (d) None of these?
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12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stoc...
Solution:
Given, Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share.
To represent this statement mathematically, we can use the following equation:
175x + 95y ≤ 30,000
Therefore, the correct option is (a) 175x + 95y ≤ 30,000.
Explanation:
- Introduction: The given problem is about Mr. A who wants to invest up to Rs. 30,000 in two stocks X and Y. We need to represent this problem mathematically.
- Mathematical Representation: To represent this problem mathematically, we can use the equation 175x + 95y ≤ 30,000, where x and y represent the number of shares of stock X and stock Y purchased, respectively. The left-hand side of the equation represents the total amount spent on purchasing these stocks, which should be less than or equal to Rs. 30,000.
- Conclusion: Therefore, option (a) 175x + 95y ≤ 30,000 is the correct representation of the given problem.
Given, Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share.
To represent this statement mathematically, we can use the following equation:
175x + 95y ≤ 30,000
Therefore, the correct option is (a) 175x + 95y ≤ 30,000.
Explanation:
- Introduction: The given problem is about Mr. A who wants to invest up to Rs. 30,000 in two stocks X and Y. We need to represent this problem mathematically.
- Mathematical Representation: To represent this problem mathematically, we can use the equation 175x + 95y ≤ 30,000, where x and y represent the number of shares of stock X and stock Y purchased, respectively. The left-hand side of the equation represents the total amount spent on purchasing these stocks, which should be less than or equal to Rs. 30,000.
- Conclusion: Therefore, option (a) 175x + 95y ≤ 30,000 is the correct representation of the given problem.
Community Answer
12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stoc...
Answer is c
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12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these?
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12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about 12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for 12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these?.
12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about 12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for 12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these?.
Solutions for 12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these? in English & in Hindi are available as part of our courses for CA Foundation.
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12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these?, a detailed solution for 12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these? has been provided alongside types of 12. Mr. A plans to invest up to Rs. 30,000 in two stocks X and Y. Stock X(x) is priced at Rs.175 and Stock Y(y) at Rs.95 per share. This can be shown by (a) 175x 95y 30,000 (c) 175x 95y = 30,000 (d) None of these? theory, EduRev gives you an
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