Answer:
$199 + $125 = ?
Step-by-step explanation:
Thats the expression for how musch she spent
we are given the function

to picture this graph, we can find the inverse. It would be

which looks like this:
now, note that the shape of the function of y=x^1/6 is mostly the same, but rotated to the right. Also, for y=x^1/6 to be a function, we must discard half of the graph. So the graph of the function will look as the half of a parabola turned on its side.
Answer: Choice C. 107.9 degrees (approximate)
=======================================================
Explanation:
Draw a line segment from A to B. Mark point E as the intersection between this new line segment and the arc CD.
We can see that AE = 4000 because it's another radius of the same circle. The diagram shows that EB = 2800.
So,
AB = AE+EB = 4000+2800 = 6800
Because point D is a tangent point, this means radius AD is perpendicular to tangent segment BD. We have a 90 degree angle at point D, or we can write angle BDA = 90.
With triangle BDA being a right triangle, we can use a trig ratio to compute angle DAB. I'll call this angle A for short.
---------
Apply the cosine ratio. Focus entirely on triangle BDA.
cos(angle) = adjacent/hypotenuse
cos(A) = AD/AB
cos(A) = 4000/6800
cos(A) = 10/17
A = arccos(10/17)
A = 53.9681209275294 ... make sure your calc is in degree mode
A = 53.968
Angle DAB = 53.968 degrees approximately
This represents exactly half of central angle CAD, so we'll double the value to get 2*53.968 = 107.936 which rounds to 107.9 degrees showing why choice C is the answer.
Central angle CAD is exactly equal to the arc it cuts off, minor arc CD. The central angle is roughly 107.9 degrees of a full 360 degree circle, and the same can be said about the outer arc edge piece of minor arc CD.
A) D + N = 32
B) .1D + .05N = 2.80 multiplying A) by -.1
A) -.1D -.1N = -3.2 then adding this to B)
-.05N = -.4
Nickels = 8 Dimes = 24
*************** DOUBLE-CHECK
.1 * 24 + .05 * 8 = 2.80 ||| 2.40 + 40 = 2.80
Answer:
The third answer choice.
Step-by-step explanation:
The name of a plane is the letter in the corner.