Answer:
$2,499.90
Step-by-step explanation:
So what the question is asking is for you to add/or subtract the payment deductions and deposits from your starting balance. A deposit is when cash or money is transferred or put into an checking account and a transaction is when you use your credit or debt card to pay for something. So Nick's starting balance(shown in the top right corner of the box)is $3,672.27. The last column to the right will be where you input Nick's account balance after each transaction or deposit. His first transaction is a payment to an auto repair shop ($1,721). Subtract $1,721 from $3,627.27 and Nicks Balance for 5/5 is $1,951.27(Put that on the first empty space in the last column on the left. On 5/7, Nick makes another payment for a purchase at a music shop($32.50). Subtract the $32.50 from the previous balance of $1,951.27 and Nicks new balance is $1,918.77. Then he makes a deposit on 5/9 into his account, so you ADD the $821.53 to the previous balance of $1,918.77 to get a new balance of $2,740.3. On 5/10 he pays his phone bill and so you subtract$101.50 from $2740.3 to get a new balance of $2,638.8. He made a second payment to Star Cable, which is the balance that they want to know, so you subtract $138.90 from $2,638.8 to get your final answer of $2,499.9
Answer:
1. .........................................
- 2x = 3
- x = 3/2 Fraction
- x = 1.5 Decimal
2. ..........................................
- 5y = 3
- y = 3/5 Fraction
- y = 0.6 Decimal
3. ..........................................
- 0.3z = 0.009
- z = 0.009/0.3 = 9/300 = 3/100 Fraction
- z = 0.09 Decimal
C and c because there is only 2 people
Answer:
C
Step-by-step explanation:
4x+3y=-24
eq. of any line perpendicular to given line is
3x-4y=a
4y=3x-a
y=3/4x -a/4
where a is an arbitrary constant.
According to Stat Trek, for an expression to be binomial, it must consist of a certain number of repeated trials and can only result in two possible outcomes.
Taking A, this isn’t right as we don’t have a certain number of phones that we’re going to record the number of defective phones of. The same applies with D. Between B and C, we know that there has to be a certain number of trials. We don’t know how many trials it will take (for a fact) to find 200 defective phones, but we do know that if we select 200 phones, there will only be 200 trials. Therefore, the answer is C.
Please note that these only have two options, defective or not defective, so that isn’t an issue here.
Feel free to ask further questions!
