0.05/1 min * 60 min = 0.05 * 60 = 3
<em>Therefore, the unit rate per hour is $3.</em>
As given,
Admission to the fair costs = $12.99
Cost of each ride = $1.75
Total money present = $35
Let the number of rides a person can take be x
Part A: The inequality that represents this situation is
35≤ 12.99 + x(1.75) where x represent the number of rides a person can take.
Part B:
Solving the equation we get,
35 = 12.99 + x(1.75)
1.75x = 35-12.99
1.75x = 22.01
x = 
x = 12.577
Hence a person can take upto 12 rides.
The dilation is a scale factor of 2, that is:
C'D' = 2(CD)
the length of CD is given by:
CD = √( (a - 2a)^2 + (b - b)^2 )
<span>CD = √(a^2) = a
</span>
hence the new segment is 2a long.
For this case we must factor
of the following expression:

By law of signs of multiplication it is fulfilled that:

So we have to:

Thus, by factoring we have:

Answer:

Answer:
C Multiply the 1st equation by 2
Step-by-step explanation:
-6y + 6y = 0