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Masharti muhimu Sura ya 07: Maneno na Kazi za busara

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    Mfano na Maelekezo
    Maneno (au maneno ambayo yana ufafanuzi sawa)Ufafanuzi ni kesi nyeti(Hiari) Picha ya kuonyesha na ufafanuzi [Si kuonyeshwa katika Kamusi, tu katika pop-up kwenye kurasa](Hiari) Maneno ya Image(Hiari) Kiungo cha nje au cha ndani(Hiari) Chanzo cha Ufafanuzi
    (Mfano. “Maumbile, Hereditary, DNA...”)(Mfano. “Kuhusiana na jeni au urithi”)sifa mbaya mara mbili helix https://bio.libretexts.org/CC-BY-SA; Delmar Larsen
    Maingizo ya faharasa
    Neno (s)UfafanuziImageManukuuLinkChanzo
    tata busara kujielezaManeno mazuri ya busara ni kujieleza kwa busara ambayo namba na/au denominator ina kujieleza kwa busara.    
    hatua muhimu ya usawa wa busaraHatua muhimu ya usawa wa busara ni namba ambayo inafanya usemi wa busara sifuri au usiojulikana.    
    ufumbuzi wa nje kwa equation ya busaraSuluhisho la nje kwa equation ya busara ni suluhisho la algebraic ambalo lingeweza kusababisha maneno yoyote katika equation ya awali kuwa haijulikani.    
    sehemuWakati maneno mawili ya busara yanafanana, equation inayohusiana nao inaitwa uwiano.    
    usawa wa busaraEquation ya busara ni equation ambayo ina kujieleza busara.    
    kujieleza kwa busaraManeno ya busara ni usemi wa fomu\(\frac{p}{q}\), wapi\(p\) na\(q\) ni polynomials na\(q≠0\).    
    kazi ya busaraKazi ya busara ni kazi ya fomu\(R(x)=\frac{p(x)}{q(x)}\) ambapo\(p(x)\) na\(q(x)\) ni kazi nyingi na\(q(x)\) sio sifuri.    
    usawa wa busaraUkosefu wa usawa wa busara ni usawa ambao una kujieleza kwa busara.    
    takwimu sawaTakwimu mbili ni sawa kama hatua za pembe zao zinazofanana ni sawa na pande zao zinazofanana zina uwiano sawa.    
    rahisi kujieleza busaraManeno rahisi ya busara hayana mambo ya kawaida, isipokuwa\(1\), katika nambari yake na denominator.    
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