helena has five different flowers. she plans to give one flower to each of her five teachers in any order…

helena has five different flowers. she plans to give one flower to each of her five teachers in any order. she gives the first flower to one of her teachers in the morning. in how many different ways can she give the four remaining flowers to the rest of the teachers in the afternoon? 1 combination 4 combinations 21 combinations 24 combinations

helena has five different flowers. she plans to give one flower to each of her five teachers in any order. she gives the first flower to one of her teachers in the morning. in how many different ways can she give the four remaining flowers to the rest of the teachers in the afternoon? 1 combination 4 combinations 21 combinations 24 combinations

Answer

Explanation:

Step1: Identify the problem type

This is a permutation problem. After giving one - flower in the morning, we need to find the number of ways to distribute 4 flowers among 4 teachers. The formula for permutations of (n) distinct objects is (n! = n\times(n - 1)\times\cdots\times1). Here (n=4).

Step2: Calculate the number of permutations

We use the formula (n!) with (n = 4). So (4!=4\times3\times2\times1=24).

Answer:

24 combinations