Brian makes $1,000 per month. His fixed monthly expenses are $600 for rent, $65 for utilities, and $30 for his cell phone. He also wants to save 20% of his salary. What is his budget for his entertainment and any extras?(1 point) Responses $105 $105 $205 $205 $305 $305 $405
To find Brian's budget for entertainment and extras, we first need to calculate his monthly savings.
Brian wants to save 20% of his $1,000 salary, so his monthly savings amount is 20/100 * $1,000 = $<<20/100*1000=200>>200.
We then subtract his fixed monthly expenses and savings from his salary to find his budget for entertainment and extras.
His fixed monthly expenses are $600 + $65 + $30 = $<<600+65+30=695>>695.
His budget for entertainment and extras is $1,000 - $695 - $200 = $<<1000-695-200=105>>105.
Therefore, Brian's budget for entertainment and extras is $105. Answer: \boxed{105}.
To calculate Brian's budget for entertainment and extras, we need to subtract his fixed monthly expenses and savings from his monthly income.
Fixed expenses: $600 (rent) + $65 (utilities) + $30 (cell phone) = $695.
Savings: 20% of $1,000 = $200.
Income - Fixed Expenses - Savings = Entertainment and Extras budget.
$1,000 - $695 - $200 = $105
So, Brian's budget for entertainment and extras is $105.
To find Brian's budget for entertainment and extras, first calculate 20% of his monthly salary to determine how much he wants to save.
20% of $1,000 = ($1,000 * 0.20) = $200
Next, subtract his fixed monthly expenses from his total monthly salary to find out how much is left for entertainment and extras.
Total monthly expenses = $600 (rent) + $65 (utilities) + $30 (cell phone) = $695
Budget for entertainment and extras = Total monthly salary - Total monthly expenses
Budget for entertainment and extras = $1,000 - $695 = $305
Therefore, Brian's budget for entertainment and extras is $305.