A local business has decided to upgrade their computing systems' storage. If upgrading cost 20 dollars per laptop, the maximum number of laptops that can be upgraded with a budget of 349 dollars is

16

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17

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18

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20

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Solution

The correct option is B $17$
Cost of upgrading 1 computer systrem $= 20$ dollars
Budget $= 349$ dollars
Number of systems that can be upgarded will be the quotient of dividing $349$ with $20$
$349 \div 20 = 17 \times 20 + 9$
$∴$ Number of systems that can be upgraded is $17$ .

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A local business has decided to upgrade their computing systems' storage. If upgrading cost 20 dollars per laptop, the maximum number of laptops that can be upgraded with a budget of 349 dollars is

The correct option is B 17 Cost of upgrading 1 computer systrem =20 dollars Budget =349 dollars Number of systems that can be upgarded will be the quotient of dividing 349 with 20 349÷20=17×20+9 ∴ Number of systems that can be upgraded is 17.

The correct option is B $17$
Cost of upgrading 1 computer systrem $= 20$ dollars
Budget $= 349$ dollars
Number of systems that can be upgarded will be the quotient of dividing $349$ with $20$
$349 \div 20 = 17 \times 20 + 9$
$∴$ Number of systems that can be upgraded is $17$ .