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Three (3).

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Q: What 5letter number has an r in it?
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5letter words that end in r?

armoramberbikerboxercatercolorcoverdinerdiverelderfavorflourgiverhikerhumorinnerjokerlaborlemurlaserloserliterleverloverlivermajormakermayormanormotorminormoverneverownerolderpokerpowerrazorriverrumorsaversavorseversobertatertowertakertruertumorwaterwiper


What is a 5letter word ending in L for a horse pen?

Stall.


5letter words starting with q and ends with s?

quadsquits


First letter of 5letter word meaning big?

* jumbo * giant * hefty * large


Name a 5letter place in Africa ending with g in 4th place and o in last place?

congo


What are the 5letter words ending in c?

One option is the word conga.


Which 5letter word pronounces the same even if you take away the first letter or last letter or middle lettert?

empty


What is a number r decreased by the quotient of a number r and two?

. This is same as half of r.


How do i write a number r decreased by the quotient of a number r and two in an expression?

r/2-8


What is the formula for a geometric sequence?

a+a*r+a*r^2+...+a*r^n a = first number r = ratio n = "number of terms"-1


How do you know what is the n is in nPr and r is r in nPr?

n= total number and r= total number chosen


How can you prove the combination formula?

Combination Formula ProofGENERIC:Let C(n,r) be the number of ways to generate unordered combinationsThe number of ordered combinations (i.e. r-permutations) is P(n,r)The number of ways to order a single one of those r-permutations P(r,r)The total number of unordered combinations is the total number of ordered combinations (i.e. r-permutations) divided by the number of ways to order each combinationThus, C(n,r) = P(n,r)/P(r,r) = [n!/(n-r)!]/r!/(r-r)!] = n!/r!(n(n-r)!SPECIFIC:Let C(52,5) be the number of ways to generate unordered poker handsThe number of ordered poker hands is P(52,5) = 311,875,200The number of ways to order a single poker hand is P(5,5) = 5! = 120The total number of unordered poker hands is the total number of ordered hands divided by the number of ways to order each handThus, C(52,5) = P(52,5)/P(5,5)