graph shows the equation c = 10+ 3t, where c is the total cost of going to the carnival and t is the number of $3 tickets purchased?
i need a graph
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ANSWER: graph C
Which graph shows the equation c = 10+ 3t, where c is the total cost of going to the carnival and t is the number of $3 tickets purchased?
ok, sure, you paid 10 for the right to buy tickets (admission to the fair grounds?)
t=10/3+c/3
I like Canada and dolphins
To interpret the given equation and graph, we need to understand the relationship between the total cost of going to the carnival (c) and the number of $3 tickets purchased (t).
The equation c = 10 + 3t represents the relationship between the variables c and t. It indicates that the total cost (c) is equal to 10 dollars (a fixed cost) plus 3 times the number of $3 tickets purchased (t).
To draw a graph representing this equation, take the number of $3 tickets purchased (t) on the x-axis (horizontal axis) and the total cost (c) on the y-axis (vertical axis).
Now, consider a few points to plot on the graph:
1. When no $3 tickets are purchased (t = 0), substitute this value in the equation:
c = 10 + 3(0) = 10 + 0 = 10
This means that if no tickets are purchased, the total cost will be $10.
2. When 1 $3 ticket is purchased (t = 1):
c = 10 + 3(1) = 10 + 3 = 13
This suggests that if one ticket is purchased, the total cost will be $13.
3. For other values of t, repeat the substitution process to find corresponding values of c.
After calculating a few points, plot them on the graph and connect them with a line. The graph will show a linear relationship with a positive slope of 3 (indicating that for each $3 ticket purchased, the total cost increases by $3) and a y-intercept of 10 (representing the fixed cost of $10).
Interpreting the graph, you can see that as more $3 tickets are purchased, the total cost increases linearly.