S. (10 pts) Letfx) e1 +4. Answers can be stated without additio nal workexplanation. a) Which...
6. Letf(x) e3 (a) Which describes how the graph of / can be obtained from the graph of y e? A. Shift the graph of y e to the left by 1 unit and down by 3 units. B. Shift the graph of y e to the right by 1 unit and down by 3 units. C. Reflect the graph of y e across the x-axis and shift up by 3 units. D. Reflect the graph of y-e across the...
Sketch the graph of the following function. Describe how the graph can be obtained from the graph of the basic exponential function e Ay 8- 6- 4- 2- f(x)= 2 (3-ex) Use the graphing tool to graph the equation. 6 -4 10 Click to enlarge graph Describe how the graph can be obtained from the graph of the exponential function eX. Choose the correct answer below. O A. Reflect the graph of y s thex-axis, shift it up and shrink...
4. (3 pts. each] Find the function, without graphing it, that is finally graphed after each of the following transformations is applied to the graph of y = Vx in the order stated. (1) Reflect about the y-axis (2) Shift down 2 units (3) Shift left 7 units
Can i please get the explaination with questions and answers clearly marked. Thank you. Follow the seven step strategy to graph the following rational function. 4 f(x)2+2x-8 To graph the function, first determine the symmetry of the graph of f. Choose the correct answer below O y-axis symmetry origin symmetry neither y-axis symmetry nor origin symmetry box to complete your choice. What is the y-intercept? Select the correct choice below and, if necessary fill in the answer OA. The y-intercept...
This uestion: 10 pts 5 of 10 (3 completo) For the quadratic function f(x)=x2- Bx, answer parts (a) through (c) (a) Graph the quadratic function by determining whether its graph opens up or down and by finding its vortex, as of symmetry. y-intercept, and x-intercopts, any Does the graph of open up or down? down up 2013 What are the coordinates of the vortex? The vertex of the parabola is (Type an ordered pair Use intogers of fractions for any...
Need some help on these 4. 1 is a fill-in the blank, pictures 2&3 are for the same problem- I need help finding the max. y-value. Pic 4 I need help choosing the correct statements that describe that graphs function as well as the last one. How can the unit circle be used to construct the graph of f(t) - sin(t)? if you think of t as an angle measure in the unit circle then fit) will be the y-coordinate...
how we can solve q2 2. a) The Michaelis-Menten mechanism is +KTERE] - @s→Es (rateco nstant kl) ク ES→ E + S (rate constant k2) E S ES-XⓟHE) orate constant k3) So d[PVdt- k3[ES] Use the steady state approximation to show [El/[ES] (k2+k3)/(k1[S] b) let Km=(k2+k3)/kl and show that you get the expression ·J [EVIES]-Km/[S] c) We will talk in class about how this information eventually gives rise the expression d[P]/dt-k3E][S/(Km +IS) Usually [S>>Km. Show what this equation simplifies to...
Help 3-2 Applications Name 4. Estimate the x intercept based on your graph and describe what it tells us about the business 5. Find the slope of the line using two of the points from the table. 6. Notice that in calculating the slope, you subtracted two profits in the numerator, and two numbers of concs sold in the denominator. Based on this, what are the units for our done? What does it tell us about the business 7. Based...
Lesson 3-2 A Snow Job 307 ) 3-2 Applications Name Unfortunately for the snow cone business we studied within the lesson. they're not the only game in town when it comes to frosty treats. They compete fiercely with Frosy the Cone Man, a nearby ice cream stand. The table describes the profit that Frosty can make based on the number of cones he sells. We'll be using this information throughout the Applications. Profit $375 $181 $13 $207 $401 $595 Cones...
I am trying to understand this material how can i go about solving #4 3. (8 points total) Suppose a firm has the following benefit and cost structure: B(Q) 140Q 302 C(Q) 0.50 a. Find the MB(Q) and MC(Q) functions. b. What value of Q maximizes the Net Benefit NB(Q) B(Q)-C(Q)? 4. (50 points total) Abby is a first grader who likes to drink milk and juice. Suppose her parents give her $12 a week in pocket money to spend...