Question Fill in the blanks to complete the “endangered_animals” function. This function accepts a dictionary containing a list of endangered animals (keys) and their remaining population (values).  For each key in the given “animal_dict” dictionary, format a string to print the name of the animal, with one animal name per line.     def endangered_animals(animal_dict):     result = ""     # Complete the for loop to iterate through the key and value items      # in the dictionary.         for ___          # Use a string method to format the required string.         result += ___      return result   print(endangered_animals({"Javan Rhinoceros":60, "Vaquita":10, "Mountain Gorilla":200, "Tiger":500}))   # Should print: # Javan Rhinoceros # Vaquita # Mountain Gorilla # Tiger

Please help me answer in Java language please Create a Node Class which has data and linker parts to store any type of data and node can be linked to each other together by its linker named "next". Node class has a generic object. The generic object points to any types of data (the data type may be String, Integer, Float or Character). Node Class has a node object named "next" which points to another node. Node Class has an "equals" method. "equals" method takes a Node object in and returns true if the argument (node)'s data equals to this node's data. Otherwise, it returns false. Node Class has an "compareTo" method. "compareTo" method takes a Node object in and returns an int 0 if the argument node's data equals to this node's data; an int value less than 0 returns if this node's data is numerically less than the argument node's data or this node's data is alphabetically less than the argument node's data. Otherwise, it returns an int value greater than 0 .

2. Assassination is a type of covert action. Do you think assassination is an acceptable action or is an action that should be forbidden, never done? Explain your answer.

v MI 7. Let (r) = for r e A := (0,0) (i) Find the pointwise limit f off (ii) Show that each f, is bounded on A but the pointwise limit f of the sequence is not bounded on A. (ii) Decide whether or not the convergence in () is uniform, prove your claim. (iv) use the e-strip to prove your claim in (iii).

A solid disk, a hoop, and a solid sphere are released at the same time at the top of an inclined ramp. Each has mass M and radius R. They all roll without slipping. In what order (fastest to slowest) do they reach the bottom of the ramp, if the moments of inertia of the disk, hoop, and sphere are ½ MR2, MR2, and 2/5 MR2? A) disk, hoop, sphere B) disk, sphere, hoop C) sphere, hoop, disk D) hoop, sphere, disk E) sphere, disk, hoop

R W R3 ww 10 12 ww R2 1 Write down the Kirchhoff Junction equation and solve it for I; in terms of 12 and 13. Write the result here: Ij = write down the Kirchhoff Loop equation for a loop that starts at the lower left corner and follows the perimeter of the circuit diagram clockwise. 0 write down the Kirchhoff Loop equation for a loop that starts at the lower left corner and touches the components 10V, Ry, 4V, and Ry O The resistors in the circuit have the following values . - R2 • Ry=60 Ry=130 Solve for all the following (some answers may be negative); 11 - Amperes 12 Amperes 13 Amperes NOTE: Forthin

3. Find the area between the curve y = 2^x andthe chord joining the points (0,1) and (2,4). 4. Find the coordinates of the centroid bounded bythe curve y = x^3 and the line x = 2.