Needed to be solved part B correctly in 10 minutes and get the thumbs up please show neat and clean work (a) Suppose that a > and that the parabolawith equation y = ax? +2 has vertex V. Theparabola intersects the line with equationy = -x+ 4a at points B and C, as shown. Ifthe area of AVBC is 2, determine the valueВof a.(b) Consider the following statement:There is a triangle that is not equilateral whose side lengths forma geometric sequence, and the measures of whose angles form anarithmetic sequence.Show that this statement is true by finding such a triangle or prove that it is falseby demonstrating that there cannot be such a triangle.

(b) Such triangle is not possible

(b) Consider the following statement: There is a triangle that is not equilateral whose side lengths form a geometric sequence, and the measures of whose angles form an arithmetic sequence. Show that this statement is true by finding such a triangle or prove that it is false by demonstrating that there cannot be such a triangle.

(b) Consider the following statement: There is a triangle that is not equilateral whose side lengths form a geometric sequence, and the measures of whose angles form an arithmetic sequence. Show that this statement is true by finding such a triangle or prove that it is false by demonstrating that there cannot be such a triangle.

Algebra for College Students

10th Edition

ISBN:9781285195780

Author:Jerome E. Kaufmann, Karen L. Schwitters

Publisher:Jerome E. Kaufmann, Karen L. Schwitters

Chapter9: Polynomial And Rational Functions

Section9.4: Graphing Polynomial Functions

Problem 43PS

See similar textbooks

Similar questions

The rectangle shown here has one side on the positive y-axis, one side on the positive x-axis, and its upper right-hand vertex on the curve y = e-x2. What dimensions give the rectangle its largest area, and what is that area?
While testing the path of the rocket while ascending towards the space, it was found that the rocket rises 480Kilo-meters in the first minute and then rises 99% of the distance travelled in the previous minute forsubsequent minutes.D. Generate a rule for the distance travelled in each minute, is this rule geometric or arithmetic?E. Find the maximum possible height that the rocket can reach.F. If the cargo was a satellite, then it must be placed in the geostationary orbit [it is the orbit above earthon which any placed object will remain fixed above a certain point on earth], which is 36’000 Kilometers above Earth’s surface. Determine the journey time required before switching the rocket enginesoff.Through the design process, you need to check multiple details in various components and parts of the rocketsystems. You had to solve the following equations throughout the process:G. The voltage, V, across a capacitor is given by: V= 9(1 − ?−0.1?). Evaluate the time taken, t, for V toequal 3…
From the graph above determine the vertex sequence of the shortest path connecting the following pairs of vertex and give each length:D.) U & Xe.) V & W
A payment of $5000 that was due 20 days ago and another payment of $4000 that is due 50 days from now are to be settled/replaced by a payment of $6000 today and a payment of $X 90- days from today. If r = 11%, what is the value of X using today as the focal date?
1. In what year during this span of time was the maximum reached?What is the maxima?2. in what year during this span of time was the minimum reached?What is the minima?3. Why is it unlikely that this graph could have any x intercepts?
Find the length of the graph of 6xy=y4+3 from y=4 to y=5
From the graphs of f and g in the figure, we find the following. (Assume that each point lies on the gridlines.)
Suppose the graphs of f(X)=x^2 and g(x)=2x^2 are drawn on a coordinate grid where the unit of measurement is 3 cm. Show that, at a distance 1 m to the right of the origin, the height of the graph of f is 15 m but the height of the graph of g is about 419 km.
1. The graph of y=cscx has zeroes at? ( does it not cross the x-axis?) 2. What is the equation for the graph shown? 3. What are the asymptotes of y=4⋅csc(2x+π/2) ?
The equation y=In(2x-3) has a vertical asymptote at x=a. Find a
Can you do the graph for part B of the quuestion?
The graph of ? = ?(?) is reflected in the x-axis, stretched vertically about the x-axis by a factor of 1/3, and stretch horizontally about the y-axis by a factor of 4 to create the graph of ? = ?(?). For the point (−3,6) on the graph of ? = ?(?), determine the corresponding point on the graph of ? = ?(?). SHOW YOUR WORK.