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What is the population of Steak 'n Shake?
The population of Steak 'n Shake is 7,667.
When was Steak 'n Shake created?
Steak 'n Shake was created in 1934.
How much are the steak burgers at steak n' shake?
$4.99 with out tax
What did the Hohokam's play?
steak n ribs
How many people are there if everyone shakes hands and there are 66 handshakes?
Assuming that each person shakes hands with every other person, there are 12 people. Let n be the number of people. Then each person shakes hands with (n-1) people and if you ask every person how many hand shakes they made and total them you will get a total of n(n-1) handshakes. However, each handshake involves two people and has been counted twice - once by each person that shook hands - thus number of hand shakes is half of this, giving: n(n-1)/2 = 66 ⇒ n(n-1) = 132 ⇒ n2 - n - 132 = 0 ⇒ (n - 12)(n + 11) = 0 ⇒ n = 12 or -11 You can't have -11 people, therefore there are 12 people.
What sport did the Hohokam play?
steak n ribs
Does steak n' shake have a claw machine?
yes
Does anybody know where to get a really expensive steak by nevada or california?
Some great places to get a really expensive steak is Gordon Ramsay Steak, and Steak' N Shake in Los Vegas Nevada.
When was Rock 'n' Roll Arizona Marathon created?
Rock 'n' Roll Arizona Marathon was created in 2004.
What is a letter that starts with n in Arizona?
Nogales is a city in Arizona. Navajo County is a county in Arizona.
What are the release dates for Dessert First - 2010 Rock N' Roll Retro Cakes and Shakes?
Dessert First - 2010 Rock N' Roll Retro Cakes and Shakes was released on: USA: 11 June 2011
In a party everyone shakes hand with each other. If total number of handshakes is 780 how many people were there?
There were 40 people at the party. Let n be the number of people at the party. Each person shakes hands with every other person, so each person shakes hands with (n - 1) people, a possible total of n(n - 1) handshakes. But when person A shakes hands with person B, B also shakes hands with A, so each handshake would be counted twice. → number_of_handshakes = n(n - 1)/2 total number of handshakes is 780 → n(n - 1)/2 = 780 → n(n - 1) = 1560 → n^2 - n - 1560 = 0 As 1560 is negative, one factor is positive and one is negative, so we need the factor pair of 1560 which has a difference of 1, namely: 39 x 40 → (n - 40)(n + 39) = 0 → n = 40 or -39 There cannot be a negative number of people → there are 40 people present.
