# tahithi problem- x=months y=temperature we have 2 points here.pdf

A

tahithi problem:- x=months y=temperature we have 2 points here (2,86) and (8,80) T[x] we need to find let us find slope 1st (86-80)/(2-8)=m m=-1 now y=mx+b now let us take any coordinate and find b 80=(-1)8+b b=88 so our required function is T[x]=-1(months)+88 so this is our answer now hot-air baloon problem a) 800/x=tany b) 800/x=tan(pi/20) 800/x=.158 x=5051.00 which is our horizontal distance c) pi=180 degree pi/20=(180/pi)*(pi/20) =9 degree these are all the answers:) Solution tahithi problem:- x=months y=temperature we have 2 points here (2,86) and (8,80) T[x] we need to find let us find slope 1st (86-80)/(2-8)=m m=-1 now y=mx+b now let us take any coordinate and find b 80=(-1)8+b b=88 so our required function is T[x]=-1(months)+88 so this is our answer now hot-air baloon problem a) 800/x=tany b) 800/x=tan(pi/20) 800/x=.158 x=5051.00 which is our horizontal distance c) pi=180 degree pi/20=(180/pi)*(pi/20) =9 degree these are all the answers:).

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### tahithi problem- x=months y=temperature we have 2 points here.pdf

• 1. tahithi problem:- x=months y=temperature we have 2 points here (2,86) and (8,80) T[x] we need to find let us find slope 1st (86-80)/(2-8)=m m=-1 now y=mx+b now let us take any coordinate and find b 80=(-1)8+b b=88 so our required function is T[x]=-1(months)+88 so this is our answer now hot-air baloon problem a) 800/x=tany b) 800/x=tan(pi/20) 800/x=.158 x=5051.00 which is our horizontal distance c) pi=180 degree pi/20=(180/pi)*(pi/20) =9 degree these are all the answers:) Solution tahithi problem:- x=months y=temperature we have 2 points here (2,86) and (8,80) T[x] we need to find let us find slope 1st (86-80)/(2-8)=m
• 2. m=-1 now y=mx+b now let us take any coordinate and find b 80=(-1)8+b b=88 so our required function is T[x]=-1(months)+88 so this is our answer now hot-air baloon problem a) 800/x=tany b) 800/x=tan(pi/20) 800/x=.158 x=5051.00 which is our horizontal distance c) pi=180 degree pi/20=(180/pi)*(pi/20) =9 degree these are all the answers:)
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