COLORED PENCILS ARE A NICE THING 1: (5 pts) Graph & label the following on the...
7. Consider the parabola graphed below. (5 points each) -1 Label the vertex on the graph above. What are its coordinates? a. b. Label the x-intercept(s) on the graph above. What are the coordinates? x-a
Name: Date: 5. The Tisuues A. Epithelial tissue 1. Using color pencils, draw the tissues, label all of the structures that you can see. Then complete the information below each drawing. Type: Simple squamous epithelium Location: Kidney Number of layers of cells:One Location: Kidney Number of layers of cells:_ Shape of cells: Functions: Shape of cells: Elat Functions: Filtration, diffusion Type: Stratified squamous epithelium Location: Esophagus, skin or vagina Type: Simple columnar epithelium Location: Stomach or gall bladder Number of...
Problem 2: Use gringo/clasp to determine whether the following graph can be colored with two colors so that no edge has both its endpoints colored with the same color, and if so, find at least one such coloring. Then, repeat the above assuming that three colors are available. More specifically, give propositional theories describing the two-coloring and the three-coloring problems for that graph, rewrite them into the gringo format, and run them through gringo/clasp 4
Q3.a) Show that every planar graph has at least one vertex whose degree is s 5. Use a proof by contradiction b) Using the above fact, give an induction proof that every planar graph can be colored using at most six colors. c) Explain what a tree is. Assuming that every tree is a planar graph, show that in a tree, e v-1. Hint: Use Euler's formula Q3.a) Show that every planar graph has at least one vertex whose degree...
help on #12 12.(6 pts) Graph the following function on the grid below. LABEL the vertex AND any x- or y-intercepts with the appropriate ordered pairs. f(x) = x2 + 2x - 3. X у
I need all parts of this problem solved (5 pts for the graph) Graph the following conic section: =-(y + 2)2 + 4 Answer the following questions: (2 pts) Vertex: (2 pts) Axis of Symmetry: (1 pt) "p"-value (2 pts) focus: (2 pts) directrix:
1. Graph the following supply and demand curves on the same graph, solve for and label the equilibrium point. Supply: P = 120 Demand: 4Q = 3-P
plot the bode plot for the following I. (5 pts.) Plot the Bode plot for the following function on the graph provided. Note: you need to label the H(w axes. H)-10 +101s +100 s +10 o2π 3T/4 t/2 π/4 10K 1K 100 10 0.1 0.01 I. (5 pts.) Plot the Bode plot for the following function on the graph provided. Note: you need to label the H(w axes. H)-10 +101s +100 s +10 o2π 3T/4 t/2 π/4 10K 1K 100...
5. Sketch the graph of z= -3+4i and its conjugate. (Label each graph correctly). y 5 4 + 3 2 1+ + 1 3 -5 -4 -3 -2 -21 4 5 N -27 -3 - 4 -5
(5 pts) Explain why certain insects appear iridescent (rainbow colored) and why the dominant color seen changes with viewing angle.