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How many ways can you put 5 different letters in order? - Answers
Let's start with the first. You have 5 to choose from so that's 5. Now for each of those 5, let's choose the second letter. You now have 4 to choose from. So we're up to 5 x 4. In the third position we're down to a choice of 3, so total possibilities go up to 5x4x3. In the fourth, we have 2 left, so the choices go up to 5x4x3x2. After all that, there is only one left for the fifth position: just one to choose from. So the final answer: 5x4x3x2x1. That's called 5 factorial.
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How many ways can you put 5 different letters in order? - Answers
Let's start with the first. You have 5 to choose from so that's 5. Now for each of those 5, let's choose the second letter. You now have 4 to choose from. So we're up to 5 x 4. In the third position we're down to a choice of 3, so total possibilities go up to 5x4x3. In the fourth, we have 2 left, so the choices go up to 5x4x3x2. After all that, there is only one left for the fifth position: just one to choose from. So the final answer: 5x4x3x2x1. That's called 5 factorial.
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How many ways can you put 5 different letters in order? - Answers
Let's start with the first. You have 5 to choose from so that's 5. Now for each of those 5, let's choose the second letter. You now have 4 to choose from. So we're up to 5 x 4. In the third position we're down to a choice of 3, so total possibilities go up to 5x4x3. In the fourth, we have 2 left, so the choices go up to 5x4x3x2. After all that, there is only one left for the fifth position: just one to choose from. So the final answer: 5x4x3x2x1. That's called 5 factorial.
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- og:descriptionLet's start with the first. You have 5 to choose from so that's 5. Now for each of those 5, let's choose the second letter. You now have 4 to choose from. So we're up to 5 x 4. In the third position we're down to a choice of 3, so total possibilities go up to 5x4x3. In the fourth, we have 2 left, so the choices go up to 5x4x3x2. After all that, there is only one left for the fifth position: just one to choose from. So the final answer: 5x4x3x2x1. That's called 5 factorial.
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