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[]\T1/pplx/m/n/12 Or $\OML/zplm/m/it/12 y \OT1/zplm/m/n/12 = [] \OMS/zplm/m/n/1
2 ! \OML/zplm/m/it/12 y \OT1/zplm/m/n/12 = [] =
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[]$\OML/zplm/m/it/12 AB \OT1/zplm/m/n/12 = \OML/zplm/m/it/12 AC \OT1/zplm/m/n/1
2 + \OML/zplm/m/it/12 BC \OT1/zplm/m/n/12 = \OT1/pplx/m/n/12 10 \OT1/zplm/m/n/1
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[][]\T1/pplx/m/n/12 (The ex-act build-ing height is $\OT1/pplx/m/n/12 6000 [] .
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[]\T1/pplx/b/n/12 Solution to prob-lem 26:
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[]\T1/pplx/m/n/12 Thus, $[]\OT1/zplm/m/n/12 (\OML/zplm/m/it/12 x \OT1/zplm/m/n/
12 + \OML/zplm/m/it/12 ^^Y\OT1/zplm/m/n/12 /\OT1/pplx/m/n/12 2\OT1/zplm/m/n/12 
) = [] \OML/zplm/m/it/12 x [] ^^Y\OT1/zplm/m/n/12 /\OT1/pplx/m/n/12 2 \OT1/zplm
/m/n/12 + [] \OML/zplm/m/it/12 x [] ^^Y\OT1/zplm/m/n/12 /\OT1/pplx/m/n/12 2 \OT
1/zplm/m/n/12 = [] \OML/zplm/m/it/12 x\OT1/zplm/m/n/12 (\OT1/pplx/m/n/12 0\OT1/
zplm/m/n/12 ) + [] \OML/zplm/m/it/12 x\OT1/zplm/m/n/12 (\OT1/pplx/m/n/12 1\OT1/
zplm/m/n/12 ) =
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\OT1/pplx/m/n/12 5[] \OT1/zplm/m/n/12 + \OT1/pplx/m/n/12 7[] \OMS/zplm/m/n/12 ^
^@ \OT1/pplx/m/n/12 2 \OMS/zplm/m/n/12 ^^A \OT1/pplx/m/n/12 5 \OMS/zplm/m/n/12 
^^A \OT1/pplx/m/n/12 7 [] \OML/zplm/m/it/12 C$ \T1/pplx/m/n/12 so $[] \OML/zplm
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[]\T1/pplx/b/n/12 Solution to prob-lem 35:
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[]\T1/pplx/b/n/12 Solution to prob-lem 37:
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[][]$\OML/zplm/m/it/12 c[] \OT1/zplm/m/n/12 = \OT1/pplx/m/n/12 600[] \OT1/zplm/
m/n/12 + \OT1/pplx/m/n/12 800[] \OMS/zplm/m/n/12 ^^@ \OT1/pplx/m/n/12 2\OT1/zpl
m/m/n/12 (\OT1/pplx/m/n/12 600\OT1/zplm/m/n/12 )(\OT1/pplx/m/n/12 800\OT1/zplm/
m/n/12 ) [] \OT1/pplx/m/n/12 60 \OT1/zplm/m/n/12 =
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[]\T1/pplx/b/n/12 Solution to prob-lem 39:
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[]\T1/pplx/b/n/17.28 Solutions to Trigonom-
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[]\T1/pplx/b/n/12 Solution to prob-lem 43:  $[] \OML/zplm/m/it/12 ^^R \OT1/zplm
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[]\T1/pplx/b/n/12 Problem 52:  \T1/pplx/m/n/12 Write the for-mula for $[]\OT1/z
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[]\T1/pplx/b/n/12 Solution to prob-lem 46:  [] 
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