Category : Science and Education
Archive   : IQBUILD.ZIP
Filename : NUMBERS.BAS

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À:Ê ,":¿ ,:‘" IQ Builder ":¿ ,õÊ , :‘"Number Series 1":¿ ,KÊ ,:‘"A number series is a list of numbers that are connected to each other by"‘(Ê ,:‘"a rule. For example, look at this simple number series:"§2 ¸:  :  ø< d:‘ Î
) "(";:¿ :‘"1";:¿ :‘") add 3 to each number to get the next."MF‘ Î
) "(";:¿ :‘"2";:¿ :‘") add 2 to each number to get the next.":Nç: pfP‹ Zæ Í Ê ,:‰ <½Z X:‘"Rules for number series can involve addition, subtraction, multiplication,Ôd‘"and division.":‘+n‘"The rule tells you how to change each number in the series into the next number"Cx‘"in the series.":‘S‚  : ¸ÔŒ d:  :‘ Î
) "(";:¿ :‘"1";:¿ :‘") add 2 (";:¿ :‘"2";:¿ :‘") subtract 2 (";:¿ :‘"3";:¿ :‘") multiply by 2"î–Nç: p:‹ Zæ Í –G  X:‘"In a number series, the numbers can change by following more than one rule."Wª Ð:  ’´‘"Here you add 1, then add 3, then add 1 again, etc.:"¿¾‘Î
) "2 (+1) 3 (+3) 6 (+1) 7 ...":  Ïȍ  : ˆß͋ Zæ Í È6ҍ X:‘"There's one more thing you should know before you try solving some number"Lܑ"series.";:  •æ‘"Sometimes a number series actually contains more than one series."½ð‘:‘"Here's one series: 1 3 5 7"æú‘:‘"Here's another: 21 19 17 15"
‘:‘"Here's one series that combines them both:"0
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‘"We call a series that combines two or more series an `alternating series'"Å"
‘"because it alternates back and forth between the two series."Õ,
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‘"The way to solve an alternating series is to find the rule for each series and"z@
‘"solve one series at a time. Then put the answers together.":  : ˆŠJ
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 X:‘"Remember, the numbers can change by one or more rules. You can also have an"2^
‘"alternating series with two or more series combined into one series.":‘Br
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Š "iqbuild"_XŠ "num2"„Б:‘"Look at this number series." ¸‡ A,B,C,D,E,F,G,H,I,J:Ž¿ ‘:‘ Î
) "É" Ö(#,"Í") "»"ö& ‘ Î
) "º";:¿ :‘ A B C D E F G H;:¿ :‘ Î.) "º"0 ‘ Î
) "È" Ö(#,"Í") "¼":‘:Ž) Y1çÛ:X1çÿ‘()iªÊ ,:‘"Press any key to continue";:Å: Vê:Ê ,:‘ ÒO);w´Ê Y1,X1:Ž¯ˆ‘"Type in the next two (2) numbers in this series."Ù’Å:… "Put a comma between them - ",X,Yë—Y1çÛ:X1çÿ‘()œ‹ (XçI)ë(YçJ) Í Ô¦ZçZé:‹ Zç Í Ê ,:‘ ÒO);:þ“ "n50n25":Ê ,:‘"The answer is: " I "," J;:Zç:TIMEOUTç: .ê:Ê ,:‘ ÒO);:Ê Y1,X1:Žì°Ê ,:‘ ÒO);:þ“ "mbn50n25":Ê ,:‘"No! Try again.";:TIMEOUTç: .ê:Ê ,:‘ ÒO);:Ê Y1ê,X1:‰ ˆ |„ 2,4,6,8,10,12,14,16,18,20+†„ 1,2,4,8,16,32,64,128,0,0K„ 2,3,6,7,10,11,14,15,18,19oš„ 10,12,11,13,12,14,13,15,14,16Ž¤„ 1,21,3,19,5,17,7,15,9,13¤pY1çÛ:X1çÿ‘():ZçÔzÊ ,:‘ "Enter the number of your answer";ÿ„Å: Vê:‹ Ø("123456789",IKEY$)ç Í „Ž‹ ÿ”(IKEY$)çN Í ÔŒ˜ZçZé:‹ Zç Í Ê ,:‘ ÒO);:þ“ "n50n25":Ê ,:‘"The answer is" N;:Zç:TIMEOUTç: .ê:Ê ,:‘ ÒO);:Ê Y1,X1:Ží¢Ê ,:‘ ÒO);:þ“ "mbn50n25":Ê ,:‘"No! Try again.";:TIMEOUTç: .ê:Ê ,:‘ ÒO);:‰ zTÔÊ ,:‘ ÒO);:þ“ "mbc16c16c16ge8g":Ê ,:‘"Right!";:TIMEOUTç: .ê:Ê ,:‘ ÒO);:Ê Y1,X1:Zç:Ž~d‘"What's the rule for this series?":Ž¦X‚ Yç Ì :Ê Y,:‘ÒO);:ƒ Y:Ê ,:Žý.êTIMEOUT$çþŽ:TIME2çÿ”(ÿ(TIMEOUT$,))ëxéÿ”(ÿƒ(TIMEOUT$,,))ë<éÿ”(ÿ‚(TIMEOUT$,))T8êTIMEOUT$çþŽ:TIME3çÿ”(ÿ(TIMEOUT$,))ëxéÿ”(ÿƒ(TIMEOUT$,,))ë<éÿ”(ÿ‚(TIMEOUT$,))}Bê‹ TIMEOUT æ TIME3 ê TIME2 Í 8ê :¡ ŽŸVêIKEY$çÞ:‹ IKEY$ç"" Í Vê :¡ Ž))ëxéÿ”(ÿƒ(TIMEOUT$,,))ë<éÿ”(ÿ‚(TIMEOUT$,))}Bê‹ TIMEOUT æ TIME3 ê TIME2