MIME-Version: 1.0 Content-Type: multipart/related; boundary="----=_NextPart_01C872E7.C99E3660" This document is a Single File Web Page, also known as a Web Archive file. If you are seeing this message, your browser or editor doesn't support Web Archive files. Please download a browser that supports Web Archive, such as Microsoft Internet Explorer. ------=_NextPart_01C872E7.C99E3660 Content-Location: file:///C:/1A72E2D4/DecimalBust.htm Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset="us-ascii" Decimal Bust

Decimal Bust

 

Game 1 (Add)

 

The object of the game is to accumulate as large a sum= of decimals as possible without going past 1.=   If you get a sum greater than 1, you “bust”.

 

Play with a pa= rtner of similar ability level.

 

1.  First= player generates a random 2-digit decimal from .01 to .75 using this command:   .01RndIn= t(1,75) (note: RndInt<= /span> is under the MATH/PRB menu)

2.  On a = separate calculator the second player does the same.

3.  First= player then decides to “hold” or “roll”.  If she “rolls”, add th= e new number to the first.  If the s= um is greater than “1”, she “busts”, and the other player wins a point.

4. If the first player does not bust, the second player chooses to “hold” or “roll”.   If the new sum surpasses “1”, that player “busts”.

5. At the end the player with the higher total (assumi= ng neither busted) wins a point, provided that she can successfully add the to= tal of her numbers.  If not, she i= s not entitled to her point. (Adding must be done with pencil/paper; calculator m= ay be used to check results.)

6. The first player to get 10 points wins the match.

 

Game 2 (Subtract)

 

This game is like the first game except subtraction is= used instead of addition.   A = first number is generated.  If player chooses to “roll”, the second number is subtracted from the fir= st.  If the results are less than “0”, the player “busts”. 

 

A player may continue to subtract new numbers as long = as he does not “bust”.

 

Same rules as before except in this case the “lowest” score wins.  The winner of a round must successfully subtract his money or lose t= he point.

 

10 points wins the match.

 

 

 

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=

 

=

 

(Notice this p= layer “busted”…total of the 3 numbers is 1.06)

 

 

=

 

(Notice in this subtraction game, the above player “busted” since .2 subtract .= 56 is less than “0”)

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