18. Find the area of the figure. A. C. 600 sq in 525 sq in B. D. 550 sq in 575 sq in 10 in 20 in 15 in 30 in 19. Find the length of the diagonal of the rectangle based on the given information. A 19 in C. 15in B. 17 in D. 13 in 5 in 12 in
7. Find the next two terms of each geometric sequence. a.-3.9. - 27. 81.... b. I. -1.1.-1.1. - 1.... 8. Find the first five terms of the geometric sequence for which ,- -2 and 3. 9. Find , for the geometric sequence 60, 30, 15.... 10. Write an equation for the nth term of the geometric sequence 4, 8, 16,... 11. The second term in a geometric sequence is -2 and the third term is-6. Find an equation for the...
36.) Find the area of the figure pictured below Area :A=low 4 ft. A, 7 ft. 3 ft. 12 ft. Module 2 - Linear Inequalities and Absolute Value 2.1 Solve, Graph, and Give Interval Notation for Linear Inec 37.) Solve, graph, and give interval notation for the inequal -7 + 4x <1
4. For the circuit in Figure 3: Find Vc 60°(~ E= 120 V ㄣ Figure 3 a. Vc 260 V2-60 b. Ve 140 V260° c. Ve= 140 VL-60° d. Vc = 260 V2600 (ABET outcomes a, b, and f 4. For the circuit in Figure 3: Find Vc 60°(~ E= 120 V ㄣ Figure 3 a. Vc 260 V2-60 b. Ve 140 V260° c. Ve= 140 VL-60° d. Vc = 260 V2600 (ABET outcomes a, b, and f
7. Find the area of the figure. 20 26 70° 38
4. 5. 6 7 8. Find the 8th term of the geometric sequence whose common ratio is 3 2 and whose first term is 7. 8 х 5 ? For a given geometric sequence, the 3 term, as, is equal to write your answer as a fraction. 11 81 and the 8th term, ay, is equal to - 33. Find the value of the 12th term, aiz. If applicable, 음 X 5 Suppose that a sequence is defined as follows....
6. Find the area of the portion of the surface x.))4 that lies above the region R-((r, y): O S x 6, 0 Sy 6-x), Round your answer to two decimal places. a. 0.67 b.3.87 c. 30.30 d. 10.64 e. 30.84 # 100-х.-)" in the first 7. Find the area of the surface for the portion of the paraboloid octant. a T401401- b. %(1,001 v 1,001-3) c. (101 TOI-3 60 d. 1,003 1,003-3) 101101-1 8. Use an iterated integral to...
Demonstrate the action of ShellSort on the list (33, 2, 56, 23, 55, 78, 2, 98, 61, 108, 14, 60, 56, 77, 5, 3, 1), with increments (5, 3, 1); see Figure 5.2. AES Original List FIGURE 5.2 Action of ShellSort showing results of calls to InsertionSubsort with increments 7,2,1 23 4 108 55 32 11 15 2 76 53 61 12 44 56 3 7-subsort 2 4 53 55 12 11 15 3 76 108 61 32 44 56...
(b) For the structure in Figure 4, use the Force Method to find the axial force in the tie, CD, due to the uniform loading, q-10 kN/m. Neglect axial deformation in the frame, ABC. The product of Young's modulus and 2nd moment of area for the beam, ABC, is EL The tie, CD, has the same Young's modulus and an area of, a = 100 (60%) Page 2 of 7 5 Figure 2 Figure 3 Figure 4
QUESTION 6 Find the area enclosed by the x-axis and the curve x=4+3, y=t-7 O a. 44 + 3t dt 404 + 3t dt 06.261 -2534 -25%A4+31 Oc 125e - eat O d. 12/²3 - eat