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What is the starting salary, average annual salary, and top salary for a Diagnostic Medical Sonographer?
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I gave you a link for this last night.
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What is the salary, top salary, and average annual salary for an diagnostic medical sonographer?
Top answer:
Some salary data are given at the link I posted first.
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Salary Increase.you accept a new job with a starting salary of 34,800. you are told that you will receive an annual raise of at
Top answer:
45,000 - 34,800 = 10,200 10,200 / 1,500 = ? Round up to the nearest whole number.
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Mei's salary starts at $16,000 per year with annual raises of $1500. Janet's starting salary is $19,300 with annual raises of
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To determine the number of years it will take for Mei and Janet to have the same salary, we can set
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Mei's salary starts at $16,000 per year with annual raises of $1500. Janet's starting salary is $19,300 with annual raises of
Top answer:
16,000 + 1500 Y = 19,300 + 950 Y Solve for Y, the number of years required. 3300 = 550 Y One more
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Every employee's salary at the Sunrise Software Company increases each year by 1/10 of that person's salary the previous year.
A:
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a) after 1 year --> 100000(1.1) after 2 years ---- 100000(1.1)^2 b) Aaron's --- > 99000/1.1 or
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Ms.Sue i have one more question what is the Biweely salary, The Annual Salary, & The Weekly salary, Monthly Salary, & The
Top answer:
biweekly = every other week annual = year
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Jorge’s starting annual salary is $36,500. At the beginning of each new year, he receives a $2,375 raise. Write an explicit
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The correct answer is: \[a_n = 2,375 + 36,500(n-1)\] His salary after 15 years can be found by
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The expression: 553.7x + 27,966
Can be used to approximate the average annual salary in dollars of public school teacher in the
Top answer:
plug and chug p(1993) = 553.7(1993-1985) + 27,966 45000 = 553.7(x-1985) + 27,966
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mei salary starts at 16,000 per year with annual raises or 1,500. janet salary is 19,300 with annual raise of $950.00. After how
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y = years The equations are equal because it says " how many years will the two women be earning the
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Scott's salary decreased from $78,000 to $74,000. What is the absolute change in salary, and what is the relative change in
Top answer:
78,000 - 74,000 = $4,000 - Absolute change. 74,000 - 78,000 = -$4000 = Relative change.
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