Answer:
$540
Step-by-step explanation:
We are given that the initial balance in the bank account is $270.
We are then told that every month $45 is added to the account.
To find the equation that tells us the balance at any point in time assuming no interest is added or money is taken out, we can first understand the constant, y=270.
This gives us the initial value of the balance and any changes to the balance will start from this point.
Let x be the time in months.
if we let y=270 + 45x, we find the value of the function accounting for the addition of money every month.
Assuming money is put in during January; substituting the number of months as x=6 (since it is June), we can find the balance in June.
y=270 +45(6)=540
Hence, the balance in June is $540
Answer:
B
Step-by-step explanation:
You just substitute the values in for A and B and then you simplify
The 10 A would be 10x17 which is 170 and then plus B, which we know is 12, so it would equal 182
hope this helped
6.05 is six and five hundredths in decimal form.
Simplify what's in brackets first, then move to what's in the parenthesis
