Answered You can buy a ready-made answer or pick a professional tutor to order an original one.

QUESTION

Jessica and Matthew work for different companies. Jessica has a base salary of $36,000 and will receive an increase of salary at a rate of 3.1% per year. Matthew has a base salary of $38,000 and willJ

Jessica and Matthew work for different companies. Jessica has a base salary of $36,000 and will receive an increase of salary at a rate of 3.1% per year. Matthew has a base salary of $38,000 and will

Jessica and Matthew work for different companies. Jessica has a base salary of $36,000 and will receive an increase of salary at a rate of 3.1% per year. Matthew has a base salary of $38,000 and will receive an increase of salary at 2.5% per year. Jessica and Matthew are calculating the number of years, t, it will take each of them to earn over $45,000 at their respective companies. Determine the inequality could be used to determine the number of years for each person to reach $45,000. Then, decide which statement is true for each person.

Show more
Prof. Emmanuel
Prof. Emmanuel
  • @
  • 2 orders completed
ANSWER

Tutor has posted answer for $10.00. See answer's preview

$10.00

******* ******** ***** *** **** ** ******** ** 31% per *********** *** a **** salary ** ***** *** **** ** increase ** *** *** ************** ** *** ** \(f **** p * ** + ** ^ **** is the ****** valuep is *** present valuer ** the ****** ******** **** which ** *** ****** ******** rate percent ******* ** **** ** the ****** ** ******** jessica *** ********** ******* \(45000 **** 36000 * ** * **** * t\)for ******* the ********** ******* ******* < ***** * ** * 025) * t \)solving for jessica:start **** ******* **** ***** * ** * 031) ^ ********* both ***** of *** ********** ** ***** ** *********** * ***** < ** * **** ^ ******* *** log ** both ***** ** the ********** to ********* ****** * 36000) **** log((1 + **** ^ ** ******* ** *** *** * **** ^ t)\) ** ***** to \(t * ***** + ****** *** ******** ******************* * ****** **** * * log(1 * ************ **** sides ** the equation ** \(log(1 * **** **** get:\(log(45000 * ****** / log(1 * **** **** * \)solve *** t to *** *********** **** * ****** ** *** **** ** t **** ************* t ** ***** ** **** *** ***** * * 36000 * (1 * 031) * ********* ****** ******* **** * * *********** * is ******* **** that like **** *** * ****** years *** *** \(f = ***** * ** * **** * **** = ***************** ******* **** ************ *** ********** ** **** **** * is greater than ***************** *** do *** **** ******* *** ******* you *********** < ***** * (1 * **** * *** when *** > **************** * is equal ** **** *** *** *** * ***** * ** * 015) * ********** ** which results ** *** * *********** t is ******* than **** **** **** *** = ****** *** *** \(f * ***** * ** * **** * **** * 4500084065\)\(45000 **** 4500084065\) ***** *** ********** is **** when * is greater **** ****************** solution ** ******** ********** for jessica ** ******* < ***** * **** * *** is true **** *** **** ****************** < ***** * 1025 ^ t\)the ********** for ******* ** is true **** *** > ***************** ** ** **** ******* ****** ** ********

or Buy custom answer
LEARN MORE EFFECTIVELY AND GET BETTER GRADES!
Ask a Question