annot be hand-written, all steps must be typed out Must include these 5 steps of problem solving which include: 1. Visualize the problem 2. Describe the problem in physics terms 3. Plan a solution 4. Execute the plan 5. Check and evaluate

1:44 LTE O A instruction.gwinnett.k12.ga.us Adding Vectors Practice Name Per Solve the following vector problems by doing the following: 1- SKETCH THE VECTORS OUT AS MUCH TO SCALE AS POSSIBLE 2- Make an X and Y chart to organize the vectors. Make all vectors that go UP or to the RIGHT POSITIVE. Make all the vectors that go DOWN or to the LEFT NEGATIVE! 3- Derive TWO final vectors from your chart: One Horizontal 'X' vector and One vertical 'Y' vector. 4- Solve for a Resultant!!! 5- Remember that DISTANCE is used to determine SPEED. It is all the vectors added together!! 6- Remember that DISPLACEMENT is used to determine VELOCITY. It is your RESULTANT vector!!! Practice 1: Willy the great white shark swims in the ocean hunting for his favorite meal, seals! He swims 200m N, 150m E, 100m S, 500m W, 100m S, 200m E, 150m N over the course of 8 hours. Make a sketch of the journey and determine the following: 1. What was Willy's total distance in meters traveled at the end of the trip? 2. What…

Can you please solve number 3 and all of the sub problems and show all of the steps to the solution

5. Using dimensional analysis, check which of the following equations is or are correct. a. speed = d/t? Av b. a= At

1. approximating rectangles and right endpoints. Sketch the graph and the rectangles. (2) Repeat part (a) using left endpoints (1) Estimate the area under the graph of f(x) = 1/x from x = 1 to x = 2 using five

Can you please answer question 2 and all of the sub problems and show all of the steps to the solution

What is the smallest quantity that can be weighed on a scale that has a sensitivity requirement of 5 mg and an acceptable error of 7%? Select one: a. 56.8 b. 100.2 c. 71.4 d. 120.1

Problem 1. A war airship leaves the port in Liberio and flies 175 km at 48.0" East of North and then changes direction to fly 235 km at 54.0 South of East. However because of the damage it took, it made an immediate emergency landing on a desert. When the airport sends out a rescue crew, how far and in what direction should this crew fly to go directly to the airship? a. Draw a graphical representation of the problem. b. Show the table with the x and y components of each vector. c. Show the components of the resultant vector. d. Solve for the magnitude of the resultant vector e. Solve for the angle and specify the direction of the resultant vector.

1. The floor of a rectangular building has an area of 120 square meter. The length of the floor / is 4m bigger than its width, w. Solve for I. Hint: Start with the equation of the area in terms of I. What kind of equation do you get? /= 48.11 X feet ! No, that's not the correct answer.

Determine which one of the following equations is dimensionally consistent. A. F = mAz? B. FAV = mAæ² C. FAr = ; mAv² D. FAt = AV E. FAV = 2mAt² where F is force, m is mass, z is distance, V is velocity, and t is time. Select v