time = 0 i = 1 while i <= n: j = n while j >= 1: time += 1 j = j / 3 i = i * 2
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- Q3/ The electric field at a point situated at a distance d from straight charged conductor is (a) Proportional to r (b) Inversely proportional to r (c) Inversely proportional to f (d) None of the aboveUsing JavaScriptConstruct the function based on the following requirements below:Name:multiplyArguments:n1, n2Body:var result = n1 * n2;Returns the result of the product of the two givenarguments:return result;Simplify the following Boolean expression: ? = ??′? + ??′?
- Xn+1 = X + 0.25 Based on the relation above, write a code that calculates the values of Xn+1 for each value of n and gives the results for n=0, 5, 10, 15,.. only. n=0,1,2,3,..,N, N=th6. Given single-character codes for the colored bands that mark a resistor, compute its resistance. The color codes are as follows: Color Code Character Code Black 'B' Brown 'N' 1 bandı Red 2 | banda bands Orange Yellow 3 4 band4 Green Blue 6 Violet Gray White 7 'V' 'A' 9 "W' Figure 1: Resistor Color Bands Table 1: Resistor Color Codes The resistance (2) value of a resistor can be found using the integer value for each color band as follows: R = (bandl * 10 + band2) * 10band3 Write C++ program that finds the resistor value from its color code and output the answer as a numerical format. Remember to use function(s)! P.S.: Use the character code in shown in Table 1 order to represent each color. Sample output Input three color codes: YVO Resistance is: 47000 Ohms.Assume a fully associative cache with 4 lines. Assume that the initial state of the tags are Joe, Kim, Sue, and Meg respectively as shown below. Applying the LRU policy, complete the table below for the following tag address sequence: Joe -> Dan -> Sue You can complete the table by replacing labels noted from A through P. Note that the TAG will be the names and COUNT will be numbers. The first column "Joe" is completed for you as a reference. INITIAL TAG Joe Kim Sue Meg A= COUNT 0 1 2 3 Joe TAG Joe Kim Sue Meg B= COUNT 3 0 1 2 Dan TAG A с E G |= COUNT B D F H Sue TAG I K M O J= COUNT J L N P
- flow cgartQ 1.Consider the following functions f1 and f2:int f1(int n) { if (n == 0) { return 1; } else { return f2(4, f1(n – 1)); }} int f2(int n1, int n2) { if (n1 == 0) { return 0; }else { return n2 + f2(n1 – 1, n2); }} a. Evaluate the value of f1(7)? b. Analyze the computational complexity of the f1 function expressed in terms of big-O notation?Consider the following code segments: 1: function Fun Rec(k) 2: if k = 0 then: 3: return 0 4: 5: 6: end if 7: end function 8: 9: result = 0 10: for j = 1 to n do 11: else: return Fun Rec(k − 1) + k result = result + FunRec(j) 12: end for 13: Print result (a) When Fun Rec(k) is called (assume k is an integer and k > 0), how many times is the function called before the initial call is terminated? Give the answer in terms of k. (b) What does FunRec(k) return? Give the answer in terms of k. (c) How many times is Fun Rec called in total? Include the calls on line 11 as well as the recursive calls. Give the answer in terms of n. (d) What is final value of result in line 13? Give the answer in terms of n.
- < in C language means: One's complement O Logical OR O Logical shift right O Inequality O Logical AND O Two's complement O Exclusive OR O Equability O Logical shift leftQ11/ A function f(t) is said to be even if: Oa) f(t) = f(-t) Ob) f(t) = -f(-t) Oc) f(t) # f(-t) %3D Od) None of theseQuestion* The function f(x)=xcot x has a Taylor series expansion at x = 2 True False This option O This option