keeper-of-baradx27dur
keeper-of-baradx27dur
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asymptotes r tangents that never touch the curve. Theoretically they touch at infinity. ex. x=pi/2 is an asymptote to y = tanx and I didnt get what is meant by the second part of the Qsn. So i tried to interpret it myself; xy=2 is a rect. Hyper…
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asymptotes r tangents that never touch the curve. Theoretically they touch at infinity. ex. x=pi/2 is an asymptote to y = tanx and I didnt get what is meant by the second part of the Qsn. So i tried to interpret it myself; xy=2 is a rect. Hyper…
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asymptotes r tangents that never touch the curve. Theoretically they touch at infinity. ex. x=pi/2 is an asymptote to y = tanx and I didnt get what is meant by the second part of the Qsn. So i tried to interpret it myself; xy=2 is a rect. Hyper…
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asymptotes r tangents that never touch the curve. Theoretically they touch at infinity. ex. x=pi/2 is an asymptote to y = tanx and I didnt get what is meant by the second part of the Qsn. So i tried to interpret it myself; xy=2 is a rect. Hyper…
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asymptotes r tangents that never touch the curve. Theoretically they touch at infinity. ex. x=pi/2 is an asymptote to y = tanx and I didnt get what is meant by the second part of the Qsn. So i tried to interpret it myself; xy=2 is a rect. Hyper…
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asymptotes r tangents that never touch the curve. Theoretically they touch at infinity. ex. x=pi/2 is an asymptote to y = tanx and I didnt get what is meant by the second part of the Qsn. So i tried to interpret it myself; xy=2 is a rect. Hyper…