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This question has two parts. First, answer Part A. Then, answer Part B. Part A SALARY The average salary for an entry-level mechanical engineer position in Texas ranges from 63,000 to 73,500 a year. Write a compound inequality to represent the possih!monthly salary motan en y-level mechanical engineer in Texas. A) 63,000leqslant mleqslant 73,500 B) 63,000leqslant 12mleqslant 73,500 12mleqslant 63,000 or 12mgeqslant 73,500 D) mleqslant 63,000 mgeqslant 73,500

Problemas

This question has two parts. First, answer Part A. Then, answer Part B. Part A SALARY The average salary for an entry-level mechanical engineer position in Texas ranges from 63,000 to 73,500 a year. Write a compound inequality to represent the possih!monthly salary motan en y-level mechanical engineer in Texas. A) 63,000leqslant mleqslant 73,500 B) 63,000leqslant 12mleqslant 73,500 12mleqslant 63,000 or 12mgeqslant 73,500 D) mleqslant 63,000 mgeqslant 73,500

This question has two parts. First, answer Part A. Then, answer Part B. Part A SALARY The average salary for an entry-level mechanical engineer position in Texas ranges from 63,000 to 73,500 a year. Write a compound inequality to represent the possih!monthly salary motan en y-level mechanical engineer in Texas. A) 63,000leqslant mleqslant 73,500 B) 63,000leqslant 12mleqslant 73,500 12mleqslant 63,000 or 12mgeqslant 73,500 D) mleqslant 63,000 mgeqslant 73,500

Solución

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Simónprofessionell · Tutor durante 6 años
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B

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The question is asking for a compound inequality that represents the possible monthly salary of an entry-level mechanical engineer in Texas. The annual salary range is given as $63,000 to $73,500. To find the monthly salary, we need to divide these amounts by 12 (since there are 12 months in a year). Therefore, the correct compound inequality is $63,000/12 ≤ m ≤ $73,500/12, which simplifies to $5,250 ≤ m ≤ $6,125. This corresponds to option B.
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