Simplify fraction 30x/45

Answers

Answer 1

Answer: $(30x)/(45) = (15*2x)/(15*3)= (2x)/(3)$

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What is 4x plus 12y equal 48

Answers

4x+12y=4812y=48-4xY=4-3xSteps1.subtract 4x to the other side2.divide 12 to all numbersAnswer is : y=4-3x

What is the answer to 2/3x=-8?

Answers

Answer:x= -12

Step-by-step explanation:

Answer:12

Step-by-step explanation:

elizabeth has 3497 cans to put on shelves how many shelves will she use if she put 13 cans on each shelve

Answers

269 shelves because if you divide 3497 by 14 you will get 269

The cost of $500,000 worth of 20-year term life insurance for Derek is $96.21 per month. If Derek's employer covers 85% of this cost, how much is deducted from Derek's gross income per year for life insurance?

Answers

Alright, the first thing we should have to do is find the total cost per year of his insurance. To do that, we multiply $96.21 by the 12 months in a year to get $1154.52. This is the cost of his insurance per year.

Next, we need to find out how much his boss covers, which we know is 85% of the total cost. SO what we can do is multiply the yearly cost ($1154.52) by the percent his boss covers (.85) to get $981.342. This is how much his boss covers per year.

Lastly, to find out how much Derek pays for insurance yearly, we just need to subtract how much his boss pays ($981.342) from the total yearly cost ($1154.52), which leaves us with $173.178, which is how much Derek pays yearly for his insurance, which should be your answer.

Final answer:

Derek pays 15% of the yearly cost of his life insurance, which amounts to $173.18 per year.

Explanation:

The total cost of Derek's life insurance for a year is calculated by multiplying the monthly fee by the number of months in a year (i.e. $96.21 x 12 = $1154.52). As Derek's employer is covering 85% of the cost, Derek is responsible for the remaining 15%. Therefore, the yearly cost deducted from Derek's gross income would be $1154.52 x 15% = $173.18. It's crucial to understand that these costs can vary depending on the insurance coverage, the employee benefits provided by the employer, and the individual's income.