Translate the statement below into linear inequality in two variables. "A sari-sari store sold at least ₱500 worth of drinks (d) and biscuits (b). Each drink costs ₱15 while each biscuit costs ₱6."
A. 15d + 6b > 500
B. 15d + 6b ≥ 500
C. 15d + 6b < 500
D. 15d + 6b ≤ 500
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Answers & Comments
Answer:
hi
Step-by-step explanation:
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Problem:
Translate the statement below into linear inequality in two variables. "A sari-sari store sold at least ₱500 worth of drinks (d) and biscuits (b). Each drink costs ₱15 while each biscuit costs ₱6."
Choices:
Explanation:
The mathematical phrase "A sari-sari store sold at least ₱500 worth of drinks (d) and biscuits (b). Each drink costs ₱15 while each biscuit costs ₱6" translated into an algebraic inequality is 15d + 6b ≥ 500. The "d and b" represents the number and the "at least" these statements use the greater than or equal symbol "≥". Therefore, the option b.
Answer:
The answer is option b. 15d + 6b ≥ 50
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