Bonney plans to buy books and magazines. Books cost $5.50 each and magazines cost $3 each. She will buy at least 6 items in total
and spend less than $40. Solving which of the following systems
of inequalities yields the number of books, b, and the number of
magazines, m, Bonney can buy?
A) 5.5b + 3m 2 6
b + m < 40
B) 5.5b + 3m < 40
b + m 2 6
C) 3b + 5.5m < 40
b + m 26
D) b + m > 6
5.5b + 3m s 40

Step-by-step explanation:

It is not A  because books + magazines is related to the 6

It is not C  because books cost $5.5 and magazines cost $3

B and D are very similar, but is is not D because the ≤ $40 is incorrect since it clearly states that Bonney will spent less than 40   < 40

so that leaves B     <<<

     5.5b + 3m < 40       5.5 times books plus 3 times mags will be less than 40

       b + m ≥ 6              the total number of books plus mags will be at least 6

                                    or could be more 6

answer: $201

step-by-step explanation: to get the answer, you first get 3 nieces that he sold and multiply it by 67 and get $201, so he earned $201 selling his nieces.