Answer: The required equation is
Thus, there are 71 students on the bus at the beginning of the route.
Step-by-step explanation:
Given: The number of students dropped off =
The number of students remain on the bus =
Let 'x' be the total number of students in the bus then we get the equation as
On adding 23 to 48, we get 71
Hence,
Therefore, There are 71 students on the bus at the beginning of the route.
ax-bc+y=z
What represents the formula for x?
Answer:
x = (z-y)/(a-b)
Step-by-step explanation:
Given ax-bx+y=z, we are asked to isolate x. To do so, first take common factor between the first and the second terms
ax-bx+y=z
(a-b)*x+y = z
Then, isolate the x term by subtracting y at both sides
(a-b)*x+y-y = z-y
(a-b)*x = z-y
Finally, divide by (a-b) at both sides
(a-b)*x/(a-b) = (z-y)/(a-b)
x = (z-y)/(a-b)
Answer: z-y+bc/a
Step-by-step explanation:
ax-bc+y=z
ax-bc=z-y
ax=z-y+bc
x=z-y+bc/a
The total price of the car is $26901.20
Step-by-step explanation:
It is given that,
To find the total price of the car :
Total Price = cost of the car + Tax cost + warranty cost.
The cost of the car and warranty cost are already given. So, we need to calculate the Tax amount paid for the car.
Tax amount = 17.25% of $21,920.00
⇒ 17.25/100 × 21,920.00
⇒ 0.1725 × 21,920
⇒ 3781.2 dollars.
Therefore, the cost of tax is $3781.2
Now, coming to the total price of the car,
Total Price ⇒ 21,920.00 + 3781.20 + 1200.00 = 26901.20 dollars.
The total price of the car is $26901.20
Answer:
adjacent and complementary angles
Step-by-step explanation:
we know that
If the sum of two angles is equal to then, the angles are Complementary
and
Two angles are Adjacent when they have a common side and a common vertex
In this problem we have
-----> by complementary angles
and
m<1 and m<4 have a common side and a common vertex
therefore
m<1 and m<4 are adjacent and complementary angles
Answer: A proportional relation between two numbers, x and y is when:
y= k*x, where k is a real number.
this is read as "the number y is k times the number x" so y is proportional to x, and the constant of proportionality is k.
The equation in the problem is: y = 4x - 5, here you have an x-intercept equal to -5, this quantity breaks the proportionality relation. So in this case y is not proportional to x.
21
and
49
.