Please ignore my solution. Please solve for me

SHIEII..E I. \"r. Directions: Follow the instructions to prompts in the orange boxes. Vocabulary: combination. factorial. permutation Prlor Knowledge Question (Do this BEFORE using the Gizmo.) 1. Suppose you have a quarter. a dime are the different orders you can pull go through the simulation. Respond to the questions and . and a penny in your pocket. If you grab the coins one at time, what them out at your pocket? (Use 0 for quarter. D for dime. and P for penny.) QDP. DPQ, PDQ. DQP. PQD. QPD 2. Suppose you are b in what order you pull out the coins -________ Explain why or why not. sum of the cents will always be 36. Gizmo Warm-up The different ways of ordering coins are examples of permutations. Permutations are arrangementsof objects in which order matters, such as GDP and DPQ. A combination is a collectionof objects in which the order does not matter. (QDP and DPQ - and other arrangements of the same 3 letters - are considered the same combination.) You can study these topics in the Permutations and Combinations Gizmo. 1. Check that the Number of tiles in box draws from box to 3. and check that Is order important? is set to Yes. A. Click Simulate 8 times. Record your result. Attempt 1: AIE Attempt 2: AEI Attempt 3: IAE Attempt 4: EIA Attempt 5: IEA Reproduction for educational use only PUbIlC sharing or posting prohibited. 2020 ExploreLoarning \"*l trying a stick of gum that costs 36 cents. Does it matter it does not matter what order you pull out the coins since the El is 3. (The tiles have the letters A, E. and I.) Set the Number of Attempt 5: IEA Attempt 6: IEA Attempt 7: AEI Attempt 8: AIE All rights reserved