a business based in the u.s. pays a consultant based in france 76,000 dollars per year. assume that the…

a business based in the u.s. pays a consultant based in france 76,000 dollars per year. assume that the conversion is 1 euro to 1.09 dollars. what is the consultants salary in euro per month?\nfirst fill in the two blanks on the left side of the equation using two of the ratios. then write your answer rounded to the nearest hundredth on the right side of the equation.\nratios:\n$\frac{1.09\\text{ dollars}}{1\\text{ euro}}$\n$\frac{1\\text{ euro}}{1.09\\text{ dollars}}$\n$\frac{12\\text{ mo}}{1\\text{ yr}}$\n$\frac{1\\text{ yr}}{12\\text{ mo}}$\n$\frac{76,000\\text{ dollars}}{1\\text{ yr}} \\times \\square \\times \\square = \\frac{\\square\\text{ euro}}{\\text{mo}}$

a business based in the u.s. pays a consultant based in france 76,000 dollars per year. assume that the conversion is 1 euro to 1.09 dollars. what is the consultants salary in euro per month?\nfirst fill in the two blanks on the left side of the equation using two of the ratios. then write your answer rounded to the nearest hundredth on the right side of the equation.\nratios:\n$\frac{1.09\\text{ dollars}}{1\\text{ euro}}$\n$\frac{1\\text{ euro}}{1.09\\text{ dollars}}$\n$\frac{12\\text{ mo}}{1\\text{ yr}}$\n$\frac{1\\text{ yr}}{12\\text{ mo}}$\n$\frac{76,000\\text{ dollars}}{1\\text{ yr}} \\times \\square \\times \\square = \\frac{\\square\\text{ euro}}{\\text{mo}}$

Answer

Explanation:

Step1: Convert years to months

$\frac{76,000 \text{ dollars}}{1 \text{ yr}} \times \frac{1 \text{ yr}}{12 \text{ mo}}$

Step2: Convert dollars to euros

$\frac{76,000 \text{ dollars}}{1 \text{ yr}} \times \frac{1 \text{ yr}}{12 \text{ mo}} \times \frac{1 \text{ euro}}{1.09 \text{ dollars}}$

Step3: Calculate monthly euro salary

$\frac{76000}{12 \times 1.09} = \frac{76000}{13.08} \approx 5810.40$

Answer:

$\frac{76,000 \text{ dollars}}{1 \text{ yr}} \times \frac{1 \text{ yr}}{12 \text{ mo}} \times \frac{1 \text{ euro}}{1.09 \text{ dollars}} = \frac{5810.40 \text{ euro}}{\text{mo}}$