Consuelo and James are writing an algebraic expression for three times the sum of n squared and 3. Is either of them correct?

Response:

Each associate incurs a cost of $700 daily for the client, meaning that 'a' associates will cost the client 700a dollars each day. For each partner, the charge is $1500 daily, so 'p' partners will accumulate a cost of 1500p dollars daily. The cumulative bill amounts to 700a + 1500p = $14100:

700a + 1500p = 14100

700a + 1500p = 14100

Given that there are a total of 11 lawyers assigned (associates and partners), the equation a + p must equal 11.

a + p = 11

a + p = 11

\underline{\text{Formulate System of Equations:}}

Formulate System of Equations:

​

700a + 1500p =

700a + 1500p = 14100

14100

a + p = 11

11

To understand the stacking of cups, start with the height of one cup plus its lip's height. Following that, continue to add the height of each lip until the desired total height is reached. Thus, the total number of cups needed is 19.

Answer:

The standard ticket price was $12.

Step-by-step explanation:

Let’s denote the normal ticket price, which would total

if she had purchased tickets for that amount.

However, since Holly received a $4 discount on each ticket, her cost for one ticket became

and with 23 tickets, her total cost was

amounting to $184; thus, we conclude

we will solve this equation as follows:

Therefore, the regular price amounted to $12.

I cannot find the provided table. It must be that one, as the other two options both reflect a slope of 2.

1) m = -10/4. 2) m = -5/2. 3) m = [Step-by-step extraction continues here]. The equation presented is: → [next steps, if applicable]. Subtracting 3/4 from both sides → m = [continues to final form].