If the line y=4x-5 touches the curve `y^(2)=ax^(3)+b` at the point (2,3), then 7a+2b=0

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If the line `y=4x-5` touches the curve `y^(2)=ax^(3)+b` at the point (2, 3), show that `7a+2b=0`. If the line `y=4x-5` touches the curve `y^(2)=ax^(3)+b` at the point (2, 3), show that `7a+2b=0`.
If the line `y=4x-5` touches the curve `y^(2)=ax^(3)+b` at the point `(2,3)` , then : `(a, b)-=` If the line `y=4x-5` touches the curve `y^(2)=ax^(3)+b` at the point `(2,3)` , then : `(a, b)-=`
If the line ` y= 4x-5 ` toches to the curve ` y^(2) = ax^(3) +b ` at the point (2,3) then If the line ` y= 4x-5 ` toches to the curve ` y^(2) = ax^(3) +b ` at the point (2,3) then
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If y = 4x-5 is tangent to the curve y²=px³+q at (2,3) then (p,q) is ? NTA Abhyas Application of der If y = 4x-5 is tangent to the curve y²=px³+q at (2,3) then (p,q) is ? NTA Abhyas Application of der