yąÄS¤ŇÁÉĘÎÂČĚ×W¤ÖD́ @   B™h **************************› * AREAS & VOLUMES *› * WRITTEN FOR ACE *› * by *› * JOHN R. KELLEY *› * 608 S.E. 28th AVE *› * PORTLAND, OREGON 97214 *› **************************›<€;@,Š;@,A +AR@CA@E%%6Œ-F:A`,%AV$F:Aa,F+Œ%@@+Œ%@@H%%6Œ-F:A`,%AV$F:Aa,K4-@@4(AREAS volumesPc(/($ Type 1 if you want ÁŇĹÁ of a shape,2(c(,Type 2 if you want ÖĎĚŐÍĹ of an objectQR(R(GThe use of part 1 to find the area of the base of a CONE, PYRAMID orRQQ(IPRISM may be useful in solving prob- lems in part 2. The SPHERE measure-Saa(Yment in part 1 is the surface area. Please do not mix units in any one computation!!U,(,(! Devised by JOHN R. KELLEY 3/84X @ˆ… BZ1 +AR@1A@_…AAd (}n›‚.( (.( %%%%%%%%%%%%% AREAS %%%%%%%%%%%%ƒS(S(H Use this part of the program to com- pute the area of a chosen shape.„OO(GMake your choice from the list below, type it in and follow the prompts…PP(Hto get the answer in square units. Do not mix units, inches will give†AA(9square inches, centimeters will give square centimeters.‡ ( (ˆ!!( CIRCLE SPHERE‰!!( ELLIPSE SQUAREŠ$$( PARABOLA RECTANGLE‹( TRIANGLEŒ((Shape: €‘ (}–€4CIRCLEA›€4ELLIPSEA €4PARABOLAAĽ€4SPHEREAŞ€4SQUAREAŻ€4 RECTANGLEA´€4TRIANGLEAž( A5Č(-@@$( Radius = (Ň6‚-@$+#@,Ü A,,-@@(( Major axis = ,„6(( Minor axis = …@6‚-?xT$„$…J A&-@@"(Base = &†š(( Height = ‡¤6‚-+@'@,$+†$‡,Ž Aô(-@@$( Radius = (ţ##6‚-@$@$+#@, AX(-@@$( Length = (ˆb"€4SQUARE6‚-ˆ$ˆ" Al((Width = ‰v 6‚-ˆ$‰€ Aź&-@@"(Base = &†Ć(( Height = ‡Đ6‚-?P$†$‡ ›*( ((Area = ‚4ƒ-@A" ƒ> Ač (}ü/( (/(!############ VOLUMES ############ýT(T(I Use this part of the program to com- pute the volume of a chosen object.ţOO(GMake your choice from the list below, type it in and follow the prompts˙PP(Hto get the answer in cubic units. Do not mix units, inches will give@@(8cubic inches, centimeters will give cubic centimeters.(( CONE PRISM!!( CUBE PYRAMID ( CYLINDER SPHERE((Object: Š (}$Š4CONEA)Š4CUBEA.Š4CYLINDERA3Š4PRISMA8Š4PYRAMIDA=Š4SPHEREAB( A L&-@@"(Area = &‚V(( Height = ‡`6‹-+‚$‡,'@j A°(-@@$( Length = (ˆş((Width = ‰Ä(( Height = ‡Î 6‹-ˆ$‰$‡Ř A(-@@$( Radius = ((( Height = ‡(6‹-@$@$$‡2 Ax(-@@$( Radius = (‚‚(( Height = ‡– 6‹-‚$‡  AÜ(-@@$( Radius = (ć--6‹-+@$@$+#@,,'@@›J( (( Volume = ‹Tƒ-@A" ƒ¤ +AR@Žb-@@b(H Are you finished or are there more problems the old faithful computer¸(can solve for you???˝((If not, hit ÓĹĚĹĂÔ.Â((If so, hit ÓÔÁŇÔ.Ç%F:B2y,"@"+%%Ě%F:B2y,"@"+%Ń A5€ D:AREAS.REV