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mujhe laga ki yeh hume phir se multiply karne ko kahenge.
jeg troede at de måske ville have os til at gange dette igen.
Last Update: 2019-07-06
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lekin agar apko yeh laga ki aap ek jagah pe tehre hue ho, to yeh aapse chaso pachas meel prati ghanta speed se door ja raha hai
hvis vi tror vi ikke selv bevæger os, bevæger det sig bare væk fra os med 650 mil i timen.
Last Update: 2019-07-06
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ye (z+1) en mein se koi (z+1) ko cancel out kar dega mein esse cancel kar deta hoon ye 'z' es 'z' ko cancel out kardega or ab hamare pas kya bachta hai sab ab simplify ho gaya hai 7(z-6) over 4(z+1) mein ha ha oh maine edhar (z-b) likh diya ye to (z+2)(z-2) hai vo sab (a^2-b^2) = (a-b)(a+b) mein maine galti kar di (z^2-4) = (z+2)(z-2) hot hai na ki z-b, mujhe laga ye 6 tha to yeh (z-2) hai or yeh (z-2) hai to sahi choice 1 hai galti ke liye sorry . ok, vo ab chahatein ki ab ham ye sab vapas karein vo ab chahatein ki ab ham product find karein (x+5) over (3x+2) times (2x-3) over (x-5) yahan pe ham jyada kuch simplification nahi kar saktein hain hamein bas multiply karna hoga to ye barabar hoga (x+5)(2x-3) divided by 3x mein bas numerator ko multiply kar raha hoon or fir denominator ko multiply kar raha hoon -- ( 3x+2)(x-5) or ham ab dono binomial ko multiply kar dete hain, x*2x = 2x^2 x*(-3) = -3x 5*2x=10x 5*(-3)=(-15) . ab ham denominator ko multiply karte hain 3x*x = 3x^2 3x*(-5) = 15x 2*x = 2x 2*(-5)=(-10) or ab dektein hain ki ham simplify kar saktein hai ya nahi numerator ko dekho 2x^2
dette z plus 1 går ud med en af disse z plus 1'er. jeg streger den der er grimmest. og lad os se, dette z går ud med dette z.
Last Update: 2019-07-06
Usage Frequency: 1
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