please sketch the first derivative of the functions
1. | 2. 2 2 3. الم
Four resistors of R1 = R, R2 = 3 R, R3 = R/3, and R4 = 5 R are connected purely in series to a 26 volt battery. 10 Coulombs of charge passes through a point of the wire in 3.8 seconds. What is the power dissipated by resistor, R3, in Watts?
please answer both
Calculus Increasing and Decreasing Functions 1. Given the graph of f(x), sketch the graph of f'() on the same graph in a different color. PM 2. Given the graph of ''(r), sketch the graph of f(x) on the same graph in a different color. W
R Ri R2 R4 vy R3 Which two resistors are in parallel with each other? R LW Ri R2 MAN RA R3 O Rand R4 O R2 and R3 O R2 and R4 Rand R1
what is the I of R4
• V = 12V • V2 = 5V R = 70 R2 = 20 • R = 30 R. = 402 R3 R1 R4 R2 O 720mA O 640mA O 500mA O 280mA O 240mA 0-240mA 0-280mA 0 -500mA 0 -640mA O-720mA O No one of the above is right
show all steps please
5. Functions f:R R: 9: R R are both one to one on the set of real numbers. Is the function f +9 also one to one? [Hint: Be creative! Make up two one to one functions.
please help
sutt 2 At est resst nwtd ? 4) 12 R4 Rs 3 (6 1)라 ty 8 vo R. R R, R Figure 2.8. (Example 2.2) The circled numbers indicate the sequence of the steps in the analysis
sutt 2 At est resst nwtd ?
4) 12 R4 Rs 3 (6 1)라 ty 8 vo R. R R, R Figure 2.8. (Example 2.2) The circled numbers indicate the sequence of the steps in the analysis
3. Suppose o: C C is an isomorphism such that o(r) = r for each r ER. Suppose further that is not the identity mapping. Prove that is complex conjugation. (Lemma 4.29 illustrates the importance of such functions.)
Q3
1. For the following, in (a) sketch the graphs of the functions and in (a) and (b) find the areas as indicated (a) the area bounded by y = f(x) = x2 - 4x + 5 and y = g(2) = 2x - 3. (b) the area of the region that is common to r= 3 cos(0) and r = sin(). See sketch below. 2. Consider the region bounded by y? = 4, y = 2 and r =...
please solve asap
Given the polar Curves r=3-3cos(e) and r = 3+3cos(e); Os es2n. a) Sketch the region which is inside r=3+3cos(@) and outside r= 3-3cos(e). b) Find the area of the region that is inside r=3+ 3cos(@) and outside r = 3-3cos(e). Show your answer in details. Attach File Browse My Computer Browse Content Collection