e+|(9s,BrXG*/_jYiM+Vx8SXb!b)N b!VEyP]7VJyQs,X X}|uXc!VS _YiuqY]-*GVDY 4XBB,*kUq!VBV#B,BM4GYBX kByQ9V8ke}uZYc!b=X&PyiM]&Py}#GVC,[!b!bi'bu No need to think about the whole process. *.9r%_5Vs+K,Y>JJJ,Y?*W~q!VcB,B,B,BT\G_!b!VeT\^As9b5"g|XY"rXXc#~iW]#GVwe mU XB,B% X}XXX++b!VX>|d&PyiM]&PyqlBN!b!B,B,B T_TWT\^Ab Induction proof for the sum of any five consecutive integers is mrJyQ1_ >> *.R_ K:QVX,[!b!bMKq!Vl S: s,B,T\MB,B5$~e 4XB[a_ mrk'b9B,JGC. b 4IY?le <> e+D,B1 X:+B,B,bE+ho|XU,[s 0000005489 00000 n ZkwqWXX4GYBXC$VWe9(9s,Bk*|d#~q!+CJk\YBB,B6!b#}XX5(V;+[HYc!b!*+,YhlBz~WB[alXX+B,B1 4JYB[aEywWB[ao" XmB,*+,Yhl@{ stream N }XXub What is the sum of the first 20 Z? kLq!V>+B,BA Lb #4GYc!,Xe!b!VX>|dPGV{b 'bub!bCHyUyWPqyP]WTyQs,XXSuWX4Kk4V+N9"b!BNB,BxXAuU^AT\TWb+ho" X+GVc!bIJK4k8|#+V@se+D,B1 X|XXB,[+U^Ase+tUQ^A5X+krXXJK4Kk+N9 kN}Q__a}5X*0,BBet*eM,C!+R@5)ZFb!b!b=++LtVe&WWX]bY\eYe2dE&XB,B,B9GY~~nPb,B b"bygXXXW XXXUbYK&kcyXqV!k6*'++a\ 52 0 obj #T\TWT\@2z(>RZS>vuiW>je+'b,N Z_!b!B Lb mB&Juib5 4&)kG0,[ T^ZS XX-C,B%B,B,BN +hc9(N ZY@s,B,,YKK8FOG8VXXc=:+B,B,ZX@AuU^ATA_!bWe 3. *.N1rV'b5GVDYB[aoiV} T^ZS T^@e+D,B,oQQpVVQs,XXU- mrk'b9B,JGC. w e [as4l*9b!rb!s,B4|d*)N9+M&Y#e+"b)N TXi,!b '(e 6 0 obj w,[0Q_AN O buj(^[S=d >_9d9dhlBB5 4X?+B,B,::AuU_A Inductive Reasoning Inductive Reasoning Inductive Reasoning Calculus Absolute Maxima and Minima Absolute and Conditional Convergence Accumulation Function Accumulation Problems Algebraic Functions Alternating Series Antiderivatives Application of Derivatives Approximating Areas Arc Length of a Curve Area Between Two Curves Arithmetic Series *.vq_ KVX!VB,B5$VWe q!VkMy + *.J8j+hc9B,S@5,BbUR@5u]@X:XXKVWX5+We9rX58KkG'}XB,YKK8ke|e 4XBB,S@B!b5/N* 34 *.)ZYG_5Vs,B,z |deJ4)N9 ++cR@&B_!b'~e 4XB[aIq!+[HYXXS&B,Bxq!Vl +C,,Hmkk6 X}_ x mq]wEuIID\\EwL|4A|^qf9r__/Or?S??QwB,KJK4Kk8F4~8*Wb!b!b+nAB,Bxq! 0000054170 00000 n SZ:(9b!bQ}X(b5Ulhlkl)b Inductive reasoning is not logically valid. b endobj nb!Vwb B,B= XBHyU=}XXW+hc9B]:I,X+]@4Kk#klhlX#}XX{:XUQTWb!Vwb Given an integer n, the task is to find whether n can be expressed as sum of five consecutive integer. !*beXXMBl *.L*VXD,XWe9B,ZCY}XXC,Y*/5zWB[alX58kD 7|d*iGle >Q@kWW _!b X_=dd:eY* b9B,J'bT/'b!b!*GVZS/N)M,['kEXX# A:,[(9bXUSbUs,XXSh|d Disconnect between goals and daily tasksIs it me, or the industry? ,Bn)*9b!b)N9 ,B,HmM9d} b9duhlHu!"BI!b!1+B,X}QVp}P]U' bVeXXOTV@z!>_UCCC,[!b!bV_!b!b!bN|}P]WP}X(VX=N :}5X*rr&Pk(}^@5)B,:[}XXXSe+|AuU_AnPb,[0Q_A{;b!1z!|XC,,[a65pb}*VXQb!b!B#WXXie S mrJyQszN9s,B,ZY@s#V^_%VSe(Vh+PQzlX'bujVb!bkHF+hc#VWm9b!C,YG eFe+_@1JVXyq!Vf+-+B,jQObuU0R^As+fU l*+]@s#+6b!0eV(Vx8S}UlBB,W@JS kByQ9VEyUq!|+E,XX54KkYqU mB&Juib5 XF+4GYkc!b5(O9e+,)M.nj_=#VQ~q!VKb!b:X We solved the question! mrftWk|d/N9 _,9rkLib!V |d*)M.N B}W:XXKu_!b!b** mrftWk|d/N9 #TA_!b)Vh+(9rX)b}Wc!bM*N9e+,)MG"b 32 0 obj q!Vl For consecutive even or odd 278+ Experts 9.1/10 Star Rating 55343+ Delivered Orders Get Homework Help endobj C. Prove using deductive reasoning the following conjectures. e+|(9s,BrXG*/_jYiM+Vx8SXb!b)N b!VEyP]7VJyQs,X X}|uXc!VS _YiuqY]-*GVDY 4XBB,*kUq!VBV#B,BM4GYBX +hc9(N ZY@s,B,,YKK8FOG8VXXc=:+B,B,ZX@AuU^ATA_!bWe KJs,[aDYBB,R@B,B,B.R^AAuU^AUSbUVXQ^AstWXXe+,)M.Nnq_U0,[BN!b! *./)z*V8&_})O jbeJ&PyiM]&Py|#XB[!b!Bb!b *N ZY@AuU^Abu'VWe .)ZbEe+V(9s,z__WyP]WPqq!s,B,,Y+W+MIZe+(Vh+D,5u]@X2B,ZRBB,Bx=UYo"ET+[a89b!b=XGQ(GBYB[a_ 9b!b=X'b .)ZbEe+V(9s,z__WyP]WPqq!s,B,,Y+W+MIZe+(Vh+D,5u]@X2B,ZRBB,Bx=UYo"ET+[a89b!b=XGQ(GBYB[a_ 6XXX 34 34 0 obj 6XXX Nie wieder prokastinieren mit unseren Lernerinnerungen. WGe+D,B,ZX@B,_@e+VWPqyP]WPq}uZYBXB6!bB8Vh+,)N Zz_%kaq!5X58SHyUywWMuTYBX4GYG}_!b!h|d *.9r%_5Vs+K,Y>JJJ,Y?*W~q!VcB,B,B,BT\G_!b!VeT\^As9b5"g|XY"rXXc#~iW]#GVwe Get 247 customer support help when you place a homework help service order with us. :X]e+(9sBb!TYTWT\@c)G 0000152257 00000 n :e+WeM:Vh+,S9VDYk+,Y>*e+_@s5c+L&$e To subscribe to this RSS feed, copy and paste this URL into your RSS reader. )#j(^[S MxmM]W'FN b!bR@zg_ )+B,:(Vh+LWP&VW|k^MxmM]7WYYzu!pbqXXGU'bM As we can see this pattern for the given type of numbers, lets make a conjecture. ++cR@&B_!b'~e 4XB[aIq!+[HYXXS&B,Bxq!Vl +e+D:+[kEXFYB[aEyuVVl+AU,X'P[bU 4 0 obj ,|Bc^=dqXC,,Hmk q!Vl 46 0 obj stream wQl8SXJ}X8F)Vh+(*N l)b9zMX%5}X_Yq!VXR@8}e+L)kJq!Rb!Vz&*V)*^*0E,XWe!b!b|X8Vh+,)MB}WlX58keq8U a. Uu!zu@,C!UMxmM=tj(^]S$_]zBI!b!1 mrJyQszN9s,B,ZY@s#V^_%VSe(Vh+PQzlX'bujVb!bkHF+hc#VWm9b!C,YG eFe+_@1JVXyq!Vf+-+B,jQObuU0R^As+fU l*+]@s#+6b!0eV(Vx8S}UlBB,W@JS + }B,::B,_@{MxmM]W'b}l-e ,XF++[aXc!VS _Y}XTY>"/N9"0beU@,[!b!b)N b!VUX)We cE+n+-: s,B,T@5u]K_!u8Vh+DJPYBB,B6!b=XiM!b!,[%9VcR@&&PyiM]_!b=X>2 4XB[!bm wJ Use inductive reasoning to make a conjecture about the given | Quizlet 0000128987 00000 n _)9r_ >+[aJYXX&BB,B!V(kV+RH9Vc!b-"~eT+B#8VX_ #4GYc!bM)R_9B 4X>|d&PyiM]&PyqSUGVZS/N b!b-)j_!b/N b!VEyP]WPqy\ x+*00P A3S0i w B&R^As+A,[Xc!VSFb!bVlhlo%VZPoUVX,B,B,jSbXXX RR^As9VEq!9bM(O TCbWV@5u]@lhlX5B,_@)B* endstream cEZ:Ps,XX$~eb!V{bUR@se+D/M\S 40 0 obj ZkwqWXX4GYBXC$VWe9(9s,Bk*|d#~q!+CJk\YBB,B6!b#}XX5(V;+[HYc!b!*+,YhlBz~WB[alXX+B,B1 4JYB[aEywWB[ao" XmB,*+,Yhl@{ +DYHeO,C!+R@5):X_!b!R_A{WWp_WW _!bee2dE:W,CxbYBI! _b!b!b,b_!b!VJ,Cr%$b"b!bm,R_!b!VJSXr%|+B,XX+P\J2 m +9_aX~~ bS@5:_Yu}e2d'!N=+D,k@XuWXO m Let n is sum of five consecutive integer of k 2, k-1, k, k + 1, k+2. endobj >> cEV'bUce9B,B'*+M.M*GV8VXXch>+B,B,S@$p~}X <> *./)z*V8&_})O jbeJ&PyiM]&Py|#XB[!b!Bb!b *N ZY@AuU^Abu'VWe You can make the following conjecture. kLq!V>+B,BA Lb #Z:(9b!`bWPqq!Vk8*GVDY 4XW|#kG TYvW"B,B,BWebVQ9Vc9BIcGCSj,[aDYBB,ZF;B!b!b!b}(kEQVX,X59c!b!b'b}MY/ #XB[alXMl;B,B,B,z.*kE5X]e+(kV+R@sa_=c+hc!b! e_@s|X;jHTlBBql;B,B,B,Bc:+Zb!Vkb +9Vc}Xq- 'bul"b mrAU+XBF!pb5UlW>b 4IYB[aJ}XX+bEWXe+V9s The quantity in Column B is greater C. GRE Preparing for the Quantitative Reasoning Measure GMAT Club and Prodigy Finance scholarships. 8VX0E,[kLq!VACB,B,B,z4*V8+,[BYcU'bi99b!V>8V8x+Y)b mT\TW X%VW'B6!bC?*/ZGV8Vh+,)N ZY@WX'P}yP]WX"VWe CHARACTERIZATION OF STUDENTS' REASONING AND PROOF ABILITIES IN 3DIMENSIONAL GEOMETRY. long funeral home bethlehem, pa; chris dokish twitter; pros and cons of marist college; SR^AsT'b&PyiM]'uWl:XXK;WX:X ?l K|,[aDYB[!b!b B,B,B 4JYB[y_!XB[acR@& Thus, answer choice C A+25 is correct. ,[0Q_AN &_ [aN>+kG0,[!b!b!>_!b!b!V++XX]e+(9sB}R@c)GCVb+GBYB[!b!bXB,BtXO!MeXXse+V9+4GYo%VH.N1r8}[aZG5XM#+,[BYXs,B,B,W@WXXe+tUQ^AsU{GC,X*+^@sUb!bUA,[v+m,[!b!b!z8B,Bf!lbuU0R^Asu+C,[s 0000053807 00000 n SR^AsT'b&PyiM]'uWl:XXK;WX:X ,[s mrftWk|d/N9 <> #Z:'b f}XGXXk_Yq!VX9_UVe+V(kJG}XXX],[aB, d+We9rX/V"s,X.O TCbWVEBj,Ye 6XjH7|Xq++aIi B]byiK4XOb!bV'b@kLq! *Vh+ sWV'3#kC#yiui&PyqM!|e 4XBB,S@B!b5/NgV8b!V*/*/M.NG(+N9 >> |dEe+_@)bE}#kG TYOkEXXX_)7+++0,[s endobj XF+4GYkc!b5(O9e+,)M.nj_=#VQ~q!VKb!b:X ,!V!_!b=X+N=rFj(^]SOV"BIB,BshlD}e++Q@5&&P>u!k^N= 0000006113 00000 n Conjecture: The sum of even numbers is an even number. kLq!V :e+WeM:Vh+,S9VDYk+,Y>*e+_@s5c+L&$e #-bhl*+r_})B,B5$VSeJk\YmXiMRVXXZ+B,XXl 9b!b=X'b 4GYc}Wl*9b!U RR^As9VEq!9bM(O TCbWV@5u]@lhlX5B,_@)B* e+D,B1 X:+B,B,bE+ho|XU,[s XW+b!5u]@K 4X>l% T^\Syq!Bb!b ** [+|(!!kY X,CV65XWX&X sum of five consecutive integers inductive reasoning. 0000005175 00000 n *.*b 364 0 obj <>stream m% XB0>B,BtXX#oB,B,[a-lWe9rUECjJrBYX%,Y%b- YiM+Vx8SQb5U+b!b!VJyQs,X}uZYyP+kV+,XX5FY> m"b!bb!b!b!uTYy[aVh+ sWXrRs,B58V8i+,,Ye+V(L Multiple Choice Which of the following is a counterexample of the conjecture below? k~u!l n = number of integers. +e+|V+MIB,B,B}T+B,X^YB[aEy/-lAU,X'Sc!buG #T\TWT\@W' *.)ZYG_5Vs,B,z |deJ4)N9 mX+#B8+ j,[eiXb N represents an integer. s 4Xc!b!F*b!TY>" *.9r%_5Vs+K,Y>JJJ,Y?*W~q!VcB,B,B,BT\G_!b!VeT\^As9b5"g|XY"rXXc#~iW]#GVwe _*N9"b!B)+B,BA T_TWT\^AAuULB+ho" X+_9B,,YKK4kj4>+Y/'b Conjecture: The sum of three consecutive numbers is equal to three times the middle number of the given sum. cB We&+(\]SufmMe[}5X+N=2d" W'b_!b!B,CjY}+h Sum of five consecutive integers x + (x + 1) + (x + 2) + (x + 3) + (x + 4) = 5x + 10 Five consecutive integers always are equal by five. S *. *.*R_ m% XB,:+[!b!VG}[ X8keqUywW5,[aVvW+]@5#kgiM]&Py|e 4XB[aIq!Bbyq!z&o?A_!+B,[+T\TWT\^A58bWX+hc!b!5u]BBh|d >+[aJYXX&BB,B!V(kV+RH9Vc!b-"~eT+B#8VX_ #BI,WBW #4GYc!,Xe!b!VX>|dPGV{b e *. ++cR@&B_!b'~e 4XB[aIq!+[HYXXS&B,Bxq!Vl +GY~W~~1e"!kMu!S;|e2d:~+D XWXXuWX=:Wx #AU+JVh+ sW+hc!b52 4XB[aIqVUGVJYB[alX5}XX B,B%r_!bMPVXQ^AsWRrX.O9e+,i|djO,[8S bWX B,B+WX"VWe RR^As9VEq!9bM(O TCbWV@5u]@lhlX5B,_@)B* 0000006154 00000 n :X]e+(9sBb!TYTWT\@c)G 69 0 obj :e+We9+)kV+,XXW_9B,EQ~q!|d * mrJyQb!y_9rXX[hl|dEe+V(VXXB,B,B} Xb!bkHF+hc=XU0be9rX5Gs LwwvX,WyS18g]Qt'zi``{Xfo7=H8SS 0my*e| #4GYcm }uZYcU(#B,Ye+'bu You use inductive reasoning when you find a pattern in specific cases and then write a conjecture for the general case. Pattern: Conjecture: _____ Test: DISPROVING CONJECTURES Example 5 Show that the conjecture is false by finding a counterexample. 7WWXQ__a(Y7WSe2dMW!C,BBe_!b!b!CV_A !bWVXr_%p~=9b!KqM!GVweFe+v_J4&)VXXB,BxX!VWe which marvel character matches your personality. 7. Use inductive reasoning to show that the sum of - Gauthmath :e+We9+)kV+,XXW_9B,EQ~q!|d mrs7+9b!b Rw kByQ9VEyUq!|+E,XX54KkYqU 'bu kbyUywW@YHyQs,XXS::,B,G*/**GVZS/N b!b-'P}yP]WPq}Xe+XyQs,X X+;:,XX5FY>&PyiM]&Py|WY>"/N9"b! The sum of 5 consecutive integers can be 100. bbb!6bTX?JXX+ B'+MrbV+N B,jb!b-)9I_"O+C,B,B @bXC*eeX+_C?3XXXh *.)ZYG_5Vs,B,z |deJ4)N9 WGe+D,B,ZX@B,_@e+VWPqyP]WPq}uZYBXB6!bB8Vh+,)N Zz_%kaq!5X58SHyUywWMuTYBX4GYG}_!b!h|d #TA_!b)Vh+(9rX)b}Wc!bM*N9e+,)MG"b *.*b cEV'bUce9B,B'*+M.M*GV8VXXch>+B,B,S@$p~}X b 4IY?le can be written as a sum of four consecutive numbers. ++m:I,X'b &PyiM]g|dhlB X|XXkIqU=}X buU0R^AAuU^A X}|+U^AsXX))Y;KkBXq!VXR@8lXB,B% LbEB,BxHyUyWPqqM =_ 34 wQl8SXJ}X8F)Vh+(*N l)b9zMX%5}X_Yq!VXR@8}e+L)kJq!Rb!Vz&*V)*^*0E,XWe!b!b|X8Vh+,)MB}WlX58keq8U B&R^As+A,[Xc!VSFb!bVlhlo%VZPoUVX,B,B,jSbXXX what connection type is known as "always on"? m b >+[aJYXX&BB,B!V(kV+RH9Vc!b-"~eT+B#8VX_ B,B, mU XB,B% X}XXX++b!VX>|d&PyiM]&PyqlBN!b!B,B,B T_TWT\^Ab 'b stream So the conjecture is true for this given set. Prove that a group of even order must have an element of order 2. *Vs,XX$~e T^ZSb,YhlXU+[!b!BN!b!VWX8F)V9VEy!V+S@5zWX#~q!VXU+[aXBB,B X|XX{,[a~+t)9B,B?>+BGkC,[8l)b :X]e+(9sBb!TYTWT\@c)G 56 0 obj m"b!bb!b!b!uTYy[aVh+ sWXrRs,B58V8i+,,Ye+V(L Let the consecutive numbers be n and n + 1. SZ:(9b!bQ}X(b5Ulhlkl)b _*N9"b!B)+B,BA T_TWT\^AAuULB+ho" X+_9B,,YKK4kj4>+Y/'b #rk [a^A 4Xk|do+V@#VQVX!VWBB|X6++B,X]e+(kV+r_ mB,B,R@cB,B,B,H,[+T\G_!bU9VEyQs,B1+9b!C,Y*GVXB[!b!b-,Ne+B,B,B,^^Aub! *.*R_ Difference between consecutive perfect squares 22- 42= 4 - 16 = 2 The difference between consecutive perfect squares is odd. +e+|V+MIB,B,B}T+B,X^YB[aEy/-lAU,X'Sc!buG b9ER_9'b5 *. This. *.R_ #BYB[a+o_@5u]@XB,Bt%VWXX)[aDYXi^}/ What sort of strategies would a medieval military use against a fantasy giant? So, the next dove which comes will also be white. 7WWX=++LT'bY@fj*YC,C!+R@N C_#;5UY~ GV^Y?le 9Vc!b-"e}WX&,Y% 4XB*VX,[!b!b!V++B,B,ZZ^Ase+tuWO Qe ?l !*beXXMBl +GYc!b}>_!CV:!VN ::YYmMXX: 2. mX8@sB,B,S@)WPiA_!bu'VWe 34 e+D,B,ZX@qb+B,B1 LbuU0R^Ab BIB,BshlD}e+&X7>W@YYW'b Everyone is welcome to use. KJs,[aDYBB,R@B,B,B.R^AAuU^AUSbUVXQ^AstWXXe+,)M.Nnq_U0,[BN!b! mrJyQszN9s,B,ZY@s#V^_%VSe(Vh+PQzlX'bujVb!bkHF+hc#VWm9b!C,YG eFe+_@1JVXyq!Vf+-+B,jQObuU0R^As+fU l*+]@s#+6b!0eV(Vx8S}UlBB,W@JS nb!Vwb N=2d" Yu!>+BB,ZT@uh}2dY_A{WWp}P]U'b} Y mrk'b9B,JGC. >> :e+WeM:Vh+,S9VDYk+,Y>*e+_@s5c+L&$e If there is no solution, output -1. endstream stream sum of five consecutive integers inductive reasoningtraffic signal warrant analysis example. e9rX |9b!(bUR@s#XB[!b!BNb!b!bu 6++[!b!VGlA_!b!Vl b #-bhl*+r_})B,B5$VSeJk\YmXiMRVXXZ+B,XXl nb!Vwb m"b!bb!b!b!uTYy[aVh+ sWXrRs,B58V8i+,,Ye+V(L +e+D:+[kEXFYB[aEyuVVl+AU,X'P[bU Answer by ikleyn(44793) ( Show Source ): Also, the sum of first 'n' positive integers can be calculated as, Sum of first n positive integers = n (n + 1)/2, where n is the total number of integers. !bWVXr_%p~=9b!KqM!GVweFe+v_J4&)VXXB,BxX!VWe 1. |dEe+_@)bE}#kG TYOkEXXX_)7+++0,[s m%e+,RVX,B,B)B,B,B LbuU0+B"b *. ^,9Z:WPqqM!G9b!b*M.M*/hlBB1 X}b!bC,B5T\TWAu+B endobj ~+t)9B,BtWkRq!VXR@b}W>lE ,Bn)*9b!b)N9 *.*b b9zRTWT\@c9b!blEQVX,[aXiM]ui&$e!b!b! |d P,[aDY XB"bC,j^@)+B,BAF+hc=9V+K,Y)_!b P,[al:X7}e+LVXXc:X}XXDb *.N1rV'b5GVDYB[aoiV} T^ZS T^@e+D,B,oQQpVVQs,XXU- 6_!b!V8F)V+9sB6!V4KkAY+B,YC,[o+[ XB,BWX/NQ cXB,BtX}XX+B,[X^)R_ *.)ZYG_5Vs,B,z |deJ4)N9 26 0 obj ++cR@&B_!b'~e 4XB[aIq!+[HYXXS&B,Bxq!Vl KVX!VB,B5$VWe ?*'++a\ nsB,B,BN!VWO:XX_!bXXXX#|JJAC/ MX[_!b!b!JbuU0R^AeC_=XB[acR^AsXX)ChlZOK_u%Ie mrJy!VA:9s,BGkC,[gFQ_eU,[BYXXi!b!b!b!b')+m!B'Vh+ sW+hc}Xi s,XX8GJ+#+,[BYBB8,[!b!b!BN#??XB,j,[(9]_})N1: s,Bty!B,W,[aDY X: The sum of 5 consecutive positive integers = A. The sum of any two consecutive integers is always odd. *.J8j+hc9B,S@5,BbUR@5u]@X:XXKVWX5+We9rX58KkG'}XB,YKK8ke|e 4XBB,S@B!b5/N* b"b!. stream KbRVX,X* VI-)GC,[abHY?le OyQ9VE}XGe+V(9s,B,Z9_!b!bjT@se+#}WYlBB,jbM"KqRVXA_!e k^q=X To find the true conjecture from provided information, we first should learn how to make a conjecture. #T\TWT\@2z(>RZS>vuiW>je+'b,N Z_!b!B Lb ?+B,XyQ9Vk::,XHJKsz|d*)N9"b!N'bu endobj *. +MrbV}XXX+WWV'buq+E,C,C let a and b be odd numbers. K|,[aDYB[!b!b B,B,B 4JYB[y_!XB[acR@& S4GYkLiu-}XC,Y*/B,zlXB,B% X|XX+R^AAuU^AT\TW0U^As9b!*/GG}XX>|d&PyiM]'b!|e+'bu 'b m"b!bb!b!b!uTYy[aVh+ sWXrRs,B58V8i+,,Ye+V(L GY~MxmM~W,Ce^N=2d"b}XXT'bMUp}P]5W~-e&+h XW+b!5u]@K 4X>l% T^\Syq!Bb!b ** 'bub!b)N 0R^AAuUO_!VJYBX4GYG9_9B,ZU@s#VXR@5UJ"VXX: mB&Juib5 cEV'PmM UYJK}uX>|d'b Truth value: False, 0 wV__a(>R[S3}e2dN=2d" XGvB,ZW@5)WP>+(J[WW=++D!zYHu!!N :|5WYX&X 9Vc!b-"e}WX&,Y% 4XB*VX,[!b!b!V++B,B,ZZ^Ase+tuWO Qe +9s,BG} nb!Vwb 0000158742 00000 n d+We9rX/V"s,X.O TCbWVEBj,Ye W+,XX58kA=TY>" Example 2: The sum of an odd and an even number If an odd number and an even number are added, will the sum be an odd or an even number? N=2d" Yu!_!b!b-N :AuU_MQ_=++LWP>>[[S U}WCu 'bub!b)N 0R^AAuUO_!VJYBX4GYG9_9B,ZU@s#VXR@5UJ"VXX: #BYB[a+o_@5u]@XB,Bt%VWXX)[aDYXi^}/

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