How many ways are there to arrange the letters in the following words? reading info!!?
19! That is to say, nineteen factorial, which is to multiply 19x18x17... x1. = 1.216451e17 if Google is to be believed. I don't have a calculator that goes to than many places so I don't know if that is precise or rounded off.
How will you rearrange the following words to form a sentence?
The loss of native shrubs and herbs are important factors responsible for pollution.I've got this after rearranging your jumbled words. But I'd advise you to be a little careful if you are practising for CBSE exams using the market practice books. Most publications have very poor grammar and most teachers copy paste while making question papers.Here, there's a grammatical mistake. It should readThe loss …. IS an important..Subject 'loss' is singular. It cannot take a plural verb 'are'.Hope I've been of help
How can you rearrange the following sets of word to form meaningful sentences?
Believe and know that parents, teachers, and children can do everything .
How can the following word groups be arranged on the basis of the numbers hidden within them in descending order?
HEFGHow? Here are the hidden numbers:E. Papers I XeroxedF. Wi-Fi VeteranG. Yourself OurselvesH. Breaks evenAnd since [math]7 > 6 > 5 > 4[/math], the required order is HEFG, hence the [math]4[/math]th option.Hope that helped.
Arrange the following words n a meaningful sequence: 1. Key 2. Door 3.Lock 4.Room 5.Switch on?
Switch on room door lock with key
How to rearrange the following word mutayhcrsnhem?
Chrysanthemum
Rearrange the following letters to form a single word. -> man uses meter?
Measurements.
If you arrange the words below to make the best sentence, what letter would the last word begin with?
What words below?I am confused.
In how many ways can the word 'parallel' be arranged?
parallel total number of words ,n= 8 a occurs two times l occurs 3 times 8! is basically arranging the 8 letters, but it implies that substituting the 2 a's in 'parallel' is a different permutation. Since there are 2! ways to arrange the a's among themselves, and 3! ways to arrange the 3 l's as well, you must divide them to the original permutation (which is 8!) to get the more realistic answer. so, number of arrangements = n!/ 2! 3! = 8! / 2! 3! = 3360 this is the case of permutations with alike objects : if there are n objects, of which m objects are of one kind, k objects are of another kind, then the total number of mutually distinguishable permutations that can be formed from these is n!/ m! k! hope this will help....
Can you arrange DOHLAROAC to form a meaningful word?
Anagram Solver (http: //anagram-solver.net/) suggest “RACAL hood”.What’s that? Well, obviously a garment worn by an employee of RACAL Elelctronics Ltd, a company that used to be very important in British electronics.