Respuesta :
1000% sure it’s 250 suuuuuuuuuuuuuuuuuppppeerrrrrr sure trust me
Write an inequality expression for the problem
The budget for textbooks can not be higher than 10,000, that means it can be less than or equal to 10,000.
textbooks budget ≤ 10,000
The budget for textbooks consists of budget for new books and budget for rebinding the damage ones.
new book + rebinding ≤ 10,000
The budget for new books is $8,000
8,000 + rebinding ≤ 10,000
For an instance, there are x books to be rebinded, for a book it costs $8
8,000 + 8x ≤ 10,000
Solve the inequality
Now we should find the value of x to know the maximum amount of damaged textbooks they can afford to rebind.
8,000 + 8x ≤ 10,000
substract both side with 8,000
8,000 - 8,000 + 8x ≤ 10,000 - 8,000
8x ≤ 2,000
divide both side by 8
8x ≤ 2,000
[tex] \dfrac{8x}{8} \leq \dfrac{2,000}{8} [/tex]
x ≤ 250
Maximum amount of books they can rebind is 250 books
The budget for textbooks can not be higher than 10,000, that means it can be less than or equal to 10,000.
textbooks budget ≤ 10,000
The budget for textbooks consists of budget for new books and budget for rebinding the damage ones.
new book + rebinding ≤ 10,000
The budget for new books is $8,000
8,000 + rebinding ≤ 10,000
For an instance, there are x books to be rebinded, for a book it costs $8
8,000 + 8x ≤ 10,000
Solve the inequality
Now we should find the value of x to know the maximum amount of damaged textbooks they can afford to rebind.
8,000 + 8x ≤ 10,000
substract both side with 8,000
8,000 - 8,000 + 8x ≤ 10,000 - 8,000
8x ≤ 2,000
divide both side by 8
8x ≤ 2,000
[tex] \dfrac{8x}{8} \leq \dfrac{2,000}{8} [/tex]
x ≤ 250
Maximum amount of books they can rebind is 250 books