The value of a for which the function f(x)= 5x-4, if 0 less than x≤1 & 4x^2+3ax, if 1 less than x le

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if f(x)={5x-4, 0 is less than x is less than or equal to 1 4x^3-3x, 1 is less than x is less than 2 if f(x)={5x-4, 0 is less than x is less than or equal to 1 4x^3-3x, 1 is less than x is less than 2
Show that `f(x)=5x-4` , `0 lt x lt 1` `f(x)=4x^3-3x` , `1 lt x lt 2` continuous at `x=1` Show that `f(x)=5x-4` , `0 lt x lt 1` `f(x)=4x^3-3x` , `1 lt x lt 2` continuous at `x=1`
Write the value of a for which f(x)= 5x-4,&0 =1\\ 4x ^ 2 + 3ax #class12 #maths Write the value of a for which f(x)= 5x-4,&0 =1\\ 4x ^ 2 + 3ax #class12 #maths
If the function f(x) ` {:(=5x-4", ... "0 lt x le 1 ), (=4x^(2)+3bx", ... "1 lt x lt 2 ) If the function f(x) ` {:(=5x-4", ... "0 lt x le 1 ), (=4x^(2)+3bx", ... "1 lt x lt 2 )
`f(x) = 5x -4, when 0 ltx lt=1, 4x^2-3x when 1 ltx lt2` is continuous at x =1 `f(x) = 5x -4, when 0 ltx lt=1, 4x^2-3x when 1 ltx lt2` is continuous at x =1
f(x) = {(-3ax^2 - 2, x less than 1, a^2 + bx, x ≥ 1 ) be differentiable for all x∈R, where a greater f(x) = {(-3ax^2 - 2, x less than 1, a^2 + bx, x ≥ 1 ) be differentiable for all x∈R, where a greater
If the function f(x) = {(5x-4, ,,if0 lt x le 1),(4x^(2)+3bx, ,, if1 lt x le 2 ):} is continuous ... If the function f(x) = {(5x-4, ,,if0 lt x le 1),(4x^(2)+3bx, ,, if1 lt x le 2 ):} is continuous ...
Let {:(f(x)=5x-4,when 0ltxle1),(=4x^(2)-3x, when xgt1):}Discuss the differentiability of f(x) a... Let {:(f(x)=5x-4,when 0ltxle1),(=4x^(2)-3x, when xgt1):}Discuss the differentiability of f(x) a...