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A curve C has equation y = x^2 − 2x − 24x^(1/2) x > 0 find dy/dx

dy/dx = 2x -2 -12x^(-1/2)

AS
Answered by Arshia S. Maths tutor
6495 Views

Expand and simplify (b-4)(b+5)

First expand (b-4)(b+5) b2-4b+5b-4*5Simplifyb2+b-20

AW
Answered by Alisha W. Maths tutor
4549 Views

Expand and simplify x(2x+1)(x-3)

First multiply the brackets to get: (2x2 - 6x + x - 3), Simplify to get: (2x2 - 5x - 3), This is then all multiplied by x to get: 2x3- 5x2 - 3x.

GG
Answered by George G. Maths tutor
7634 Views

Find the minimum value of the function, f(x)= x^2 + 5x + 2, where x belongs to the set of Real numbers

We first differentiate f(x), and we get f'(x)=2x + 5. We then set this equal to 0 and then solve for x. We get that xmin= -2.5. We check whether this was indeed a minimum, by calculating the second deriva...

PP
Answered by Pavlos P. Maths tutor
3223 Views

Find the gradient at the point (0, ln 2) on the curve with equation e^2y = 5 − e^−x . [4]

Figure out what skills are being tested: implicit differentiation and exponentials and logarithms.e2y = 5 - e-x2e2y(dy/dx) = e-x(dy/dx) = e-x/ 2e

TC
Answered by Theodore C. Maths tutor
3825 Views

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