Question

Pls quickly!

Jaxon has two job offers. Both jobs have a starting bonus and a constant monthly salary.
• Job A: The starting bonus is $500, and the salary is $3,000 per month.
• Job B: The total earnings, y, in dollars, for x months of work is represented by the equation y = 2,900x + 2,000.
Compare Jaxon's job offers. Move a letter to each line to make the comparisons.
The job offer that has the greater starting bonus is Job
In 12 months, Jaxon will have earned more money with Job
B
А

Answer 1

Job B

Step-by-step explanation:-

• If salary be x then The equation for his Job A is 3000x+500
• For job B the equation is given by 2900x+2000

Bonus is 4times more and salary is only $100less .

Hence he will earn more from Job B

Answer 2

He will get more salary in job B

step by step Step-by-step explanation:

• for job A

`\dashrightarrow \: { \tt{y _(a) = 3000x _(a) + 500}} \\ { \rm{for \: 12 \: months : x _(a) = 12}} \\ \\ \dashrightarrow \: { \tt{y _(a) = 3000(12) + 500}} \\ \\ \dashrightarrow \: { \tt{y _(a) = 36500}}`

• for job B

`\dashrightarrow \: { \tt{y _(b) = 2900x_(b) + 2000}} \\ { \rm{in \: 12 \: months : x _(b) = 12}} \\ \\ \dashrightarrow \: { \tt {y _(b)= 2900(12) + 2000}} \\ \\ \dashrightarrow \: { \tt{y _(b) = 36800 \: dollars}}`

→ hence:

`{ \tt{ \therefore{y _(b) > y _(a) \: \: \: by \: 300 \: dollars}}}`