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Last year's computer model is on sale for $799. You can add more memory to the computer. Each chip of 8 megabytes of memory cos...Asked by steven
Last year's computer model is on sale for $799. You can add more memory to the computer. Each chip of 8 megabytes of memory costs $25. How many megabytes of memory can you add if you have at most $1,000 to spend.
Answers
Answered by
MathMate
Money left after buying computer
= 1000-799
= $201
Number of 8-MB chips $201 can buy
= $201/25
= 8 chips.
Total memory upgrade
= 8*8Mb
= 64 Mb.
Note: assumes no tax payable
= 1000-799
= $201
Number of 8-MB chips $201 can buy
= $201/25
= 8 chips.
Total memory upgrade
= 8*8Mb
= 64 Mb.
Note: assumes no tax payable
Answered by
Mrs. Clark
AT MOST signifies that you must write and inequality to solve this problem. AT MOST signifies to write the symbol "less than or equal to". <
---
First write down what you know:
- You will spend $1,000 at most
- The computer's initial cost is $799
- Each chip contains 8 megabytes (MB)
- Each chips costs $25
- $1,000 - $799 will give you how much money you will have left over
Now let's solve:
Let x represent the amount of megabytes you can add
$1,000 - $799 (gives you the amount of money you have left over to buy extra memory) = $201
$201/$25 (gives you the number of chips you can buy) = 8
8(8) (gives you the number of megabytes you can buy - the answer!! ;D) = 64
The inequality with steps:
1,000 - 799
8( -------------- ) < x
25 ---
201
8( -------------- ) < x
25 ---
8(8) < x
---
64 < x
---
---
First write down what you know:
- You will spend $1,000 at most
- The computer's initial cost is $799
- Each chip contains 8 megabytes (MB)
- Each chips costs $25
- $1,000 - $799 will give you how much money you will have left over
Now let's solve:
Let x represent the amount of megabytes you can add
$1,000 - $799 (gives you the amount of money you have left over to buy extra memory) = $201
$201/$25 (gives you the number of chips you can buy) = 8
8(8) (gives you the number of megabytes you can buy - the answer!! ;D) = 64
The inequality with steps:
1,000 - 799
8( -------------- ) < x
25 ---
201
8( -------------- ) < x
25 ---
8(8) < x
---
64 < x
---
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