If the function f(x)=2x^2-kx+5 is increasing on [1,2] then k lies in |RD Sharma|12|Part 1|2023|AOD

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The function f(x)= x^2-kx+5 is strictly increasing on [2,4]|RD Sharma|12|Part 1|2023|AOD|CBSE|MCQ The function f(x)= x^2-kx+5 is strictly increasing on [2,4]|RD Sharma|12|Part 1|2023|AOD|CBSE|MCQ
If the function \( f(x)=2 x^{2}-k x+5 \) is increasing in \( [1,2] \) then \( k \) lies in the i... If the function \( f(x)=2 x^{2}-k x+5 \) is increasing in \( [1,2] \) then \( k \) lies in the i...
If the function f(x) = 2x² – kx + 5 is increasing on , then k lies in the interval​(a) (–∞, 4) If the function f(x) = 2x² – kx + 5 is increasing on , then k lies in the interval​(a) (–∞, 4)
If the function `f(x) = x^2 - kx +5` is increasing on `[2,4]`, then If the function `f(x) = x^2 - kx +5` is increasing on `[2,4]`, then
least value of k for which the function x 2 +kx+1 is an increasing function in the interval (1,2) least value of k for which the function x 2 +kx+1 is an increasing function in the interval (1,2)
🔥 MCQ class 12 🤟 Increasing and Decreasing🤩🤟 short trick💯💯💯 🔥 MCQ class 12 🤟 Increasing and Decreasing🤩🤟 short trick💯💯💯
Q) The functionf(x) =e^3x-e*-5x k, if x ≠ 0. K if x = 0is continuous at x = 0for the value of k, Q) The functionf(x) =e^3x-e*-5x k, if x ≠ 0. K if x = 0is continuous at x = 0for the value of k,
Let f(x)=kcosx/π-2x, when x≠π/2 3, when x=π/2. If limx→π/2f(x)=f(π/2), then k=? JEE Mains limits Let f(x)=kcosx/π-2x, when x≠π/2 3, when x=π/2. If limx→π/2f(x)=f(π/2), then k=? JEE Mains limits