Question Explain how prey switching and refuge availability may promote type III functional response in predators.

Fi Match the letters in the diagram to the correct organelle or cell part name: bd. bc. b. ae. Mrellen ad. d. ac. e. ab. ab Cytoplasm ad Cytoskeleton filaments ac Mitochondria 1 C Microvill ae Centriole

Questions; please explain the folllowing questions. Describe the five most effective ways to create value proposition by analyzing customer segment. Explain the “Get, Keep, Grow” customer relationships models with examples and discuss their interrelationships.

Explain the “Get, Keep, Grow” customer relationships models with examples and discuss their interrelationships

3.26. An LTI system has the impulse response h(t) = e ault – 1), where a > 0. = (a) Determine whether this system is causal. (b) Determine whether this system is stable.

Part A - Ideal op amp circuits with a voltage source: part 1 For the circuit shown, determine V. iz. and i, when V= 2 V R = 4 kN Rg = 4 k22 and R3 = 25 kN2 Assume that the op amp is in its linear region of operation Express your answer to two significant figures using appropriate units. View Available Hints) R3 = 25 kg w 1 ix = VCC mA R = 42 w V = 2 v -V R2 = 42 Vo = V 10 = IMA Part B - Ideal op amp circuits with a voltage source: part 2 For the circuit shown (Figure 1), determine the range (ie, maximum and minimum values) of V, so that the op amp operates in the linear region. Assume that R1 = 8 kN. R2 = 8 kN. R3 = 15 k2 and Va = 10 V Express your answer in volts to two significant figures separated by a comma. View Available Hint(s) V Η ΑΣΦ UT vec ? minimum V.. maximum V. = V Submit Part C - Ideal op amp circuits with voltage and current sources Determine V. when V =3V.I, = 1.6 mA R1 = 2 ks2. R2 = 20 kN2, and R3 = 10 k12. Assume that the op amp is in its linear region of operation. (Figure 2) Express your answer to two significant figures and include the appropriate units. | View Available Hint(s) μΑ ? V. = Value Units Submit

need help in below tasks COLUMNA COLUMNB 1. ? = A. 4x B. 4* 2. . 3. (合) C. 4 . D. x 1- 4. = E. x2 . 5. F. 2x S(-2) dx = * - 4 In|x[ + C x c )dx = 6Væ+C S (37« + ) dx = 2(x + 3) + C ? dx = In[x] - e* + C ſ 22+3x dx = 4 mo 5(2-1)dx SO(x2 - 2 + ) dx = x(x3 - 4x + 4) + C Scot? x + 2)dx = x ? +C Scsc?x dx cotx S In(1+cos3x) dx +C In 8 32x In x1 +C 2 In 3 3 G. 8* 6. ? H. 2x 7. - = 1. sinºx 8. J. 3 sin x K. sin(3x) L. 32x 9. +C 3 ? 10. +C M. Vx2 1+cos 3x 3 2 11. +C N. xe 3 2(cos x)(sinºx) dx = 5 In (3x) 5in (3x) S +C 12. 0. dx 4 ? P. cotx 13. 3 2 Q. cotx 14. -dx =*+ S(x* – 3x3 + 2-2)dx = *(8x*–30x®+53-80) ? S dx = 4x + c +C R. 2 cotx 40 15.