Question

Sharon earns $25 per item she sells plus a base salary of $100 per week. Write and solve an inequality to find how many items she must sell to earn at least $700 per week. Provide your conclusion as a complete sentence.

Answer 1

28 items but I don't know how to Provide your conclusion as a complete sentence

Answer 2

what she earns depends on the items she sells
let x be the number of items sold
so 25x is what she earns without the base weekly payment

Answer 3

so with the 100 it would be 25x+100
you need to set so that she earns at least 700

Answer 4

show me how would you do that

Answer 5

her earning is this equation y=2x+10
turn that to inequality

Answer 6

25x+100 not 2x+100 sorry

Answer 7

25/100=25

Answer 8

right

Answer 9

no you need an inequality my dear
something like with less than or greater than

Answer 10

I don't know how to do that at all

Answer 11

here is what the inequality you need to set
\[25x+100\ge700\]
solve this!
that's as far as i can help

Answer 12

the answer is 24

Answer 13

the answer is not a number
you need to know how to solve inequalities