
Pregunta 2 Both figures have the same perimeter. Solve for x. х X +5 x+7 x+4...
point as the foci 2. Square Fractals: Perimeter a. (4 points) Entry The square below has area 1 fi? and has been divided into 9 equal, smaller squares. Find the perimeter Fig. 1 On the middle of each side, another square (the same size as the other 9) has been added. What is the perimeter of figure 2? 3 Fig. 2 Figure 3 is the same as figure 2, but on each of the 4 squares, three new squares have...
Question 22 Find the perimeter of the figure to the nearest hundredth. (G-C.5) 4 X (-3, 4) (7,4) He (11,0) 0 40.57 units O 34.28 units O 105.13 units O 32.57 units
Solve the following system using the given eigenvalues. 2 2 3 X' 5 1 Х -3 4 0 1 = 1, with multiplicity 3. Paragraphy в I U
dctoring and using the principle of zero products. 2 х - X = 20 Solve by factoring and using the principle of zero products. x².x=20 1, 20 4,5 4, 5 4,5
Solve for x x 3 7 4 - 2 0 9 = 5 X -1 7 - 7 x +7 Click here to enter or edit your answer 2. 65 x Click here to enter or edit your answer - 17.65
4. a) Solve the equation log2 (x - 5) - log: ( x - 2) +1 algebraically. b) Verify your answers are reasonable by graphing both y = log2 (x - 5) and y = log: (x-2) +| on the same set of axes.
Solve x + 5 = -7 Solve a -4 = 10
(1 point) Solve the system 2 1 dx dt х -5 -2 N with x(0) = 3 Give your solution in real form. X= X2 = An ellipse with clockwise orientation ✓ 1. Describe the trajectory.
Use the values listed in the table below to evaluate or solve. х 012 الميا 4 un 6 7 8 9 f(x) 00 07 4 2 6 5 العما 9 1 Find p-100).
Combinatorics: please do (a) and (b)
12 Suppose that two orthogonal 5 x 5 Latin squares both have 1 2 3 4 5 as the last row. (a) Is it possible for them to have the same 1, 3 entry? (b) What does your answer tell you about the number of possible 5 × 5 pairwise orthogonal Latin squares each of which has 2 as the last row? 1 345
12 Suppose that two orthogonal 5 x 5 Latin squares...