Solution Manual for Technical Calculus With Analytic Geometry , 4th Edition

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Chapter1FUNCTIONSANDGRAPHS6—a?6-125.:13.=sy=01.1introductiontoFunctions9)=ge)20)"2_6-(=22_211.(a)Ar)=mr?HA)==="3AN8(b)A(d)==4)=r14.Hg)=RY2.Fromgeometry,c=2u7(b)c=ndHy=Sravi=2420)=244=083.Fromgeometry,H(0.16)=ist2v/0.16=50+2(0.4)44(d\®=50+0.8=50.8V=Fi=373)481B115.9(t)=at®®t“FETT=()(0)o)gl-zl=al-%5)~a?{~=4I2324.Fromgeometry,A=6e?;e?=“=;e=Vxbeni(2)i25.Al)=lw=5loH-=a26.Fromgeometry,V=Tart=FE)=Sart1°73g(a)=a(a?)—a?(a)=a®~a®*=07.Fromgeometry,A=s*VA=VsE16.sy)=64HF1-3s=VA3(8)=6yB+1-3=6V0-3=6(8)-3=18—3=158.Fromgeometry,p=4ss(a?)=6vaT+1-3845pT5117.K(s)=3s2~s+6;_rK(—8)=3(—8)?~(~8)+6=38s+5+65=4K(25)=3(28)225+6=125%~25+69.fx)=2+Lf(1)=2-1+1=318.TH)=st+7f==2(-)+1=-1T(—2t)=5(~2t)+7=—10t+7TE+1)=5t+1)+7=5t+5+7="5t+1210.f(z)=5z-9(2)=5(2)-9=10-9=119.JRAM=fAisa)=5(=2)—0=JYe-=-xf(=2)=5(-2)—9=-10-9=-19PAP11.fl@)=5-3z=_8f(-2)=5-3(=2)=5+6=11.f(0.4)=5-3(0.4)=5-1.2=3.820.f(z)=22?+1fle+2)—fm)—2=2z+2)%+1222~1-212.f(T)=72-25T=2x?+dz+4)~2%-2(2.6)=7.2-25(2.6)=0.7=2¢2482+8-2222f=)=712-25(-2)=172=82+61

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