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# C1 1 mark question! :(

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1. OCR Jun 10, Q8iii)

Here's the full question

i) express 2x^2 + 5x in the form 2(x+p)^2 + q

ii) State coords of the minimum points

(-5/4,-25/8)

PART THREE) State the equation of the normal to the curve at its minimum point..

So we know x coord of the minimum point is -5/4

How do work out the equation of normal? ( I know it should work out to be -1) so i assume the answer is 4/5? I dunno what am doing :P

..

Can you kindly guide me and if you do know the answer, can you tell me how you worked it Out

Thanks
2. equation of normal

and then you just slot the numbers in the formula y-y1-m(x-x1) where m is the gradient
3. (Original post by dongonaeatu)
equation of normal

and then you just slot the numbers in the formula y-y1-m(x-x1) where m is the gradient
All that for one mark? I doubt that lol!

Must be something else
OCR Jun 10, Q8iii)

Here's the full question

i) express 2x^2 + 5x in the form 2(x+p)^2 + q

ii) State coords of the minimum points

(-5/4,-25/8)

PART THREE) State the equation of the normal to the curve at its minimum point..

So we know x coord of the minimum point is -5/4

How do work out the equation of normal? ( I know it should work out to be -1) so i assume the answer is 4/5? I dunno what am doing :P

..

Can you kindly guide me and if you do know the answer, can you tell me how you worked it Out

Thanks
so you want to find out a gradient and you have
(-5/4,-25/8)
so y2-y1/x2-x1 gives you the gradient of the tangent

you want the gradient of the normal which is perpendicular

can you do this
All that for one mark? I doubt that lol!

Must be something else
well the gradient of the normal is perpendicular to the gradient of the tangent

so if the gradient of a tangent is 2, gradient of the normal is -1/2
OCR Jun 10, Q8iii)

Here's the full question

i) express 2x^2 + 5x in the form 2(x+p)^2 + q

ii) State coords of the minimum points

(-5/4,-25/8)

PART THREE) State the equation of the normal to the curve at its minimum point..

So we know x coord of the minimum point is -5/4

How do work out the equation of normal? ( I know it should work out to be -1) so i assume the answer is 4/5? I dunno what am doing :P

..

Can you kindly guide me and if you do know the answer, can you tell me how you worked it Out

Thanks
is the minimum point, see the graph, from the graph we can see that the equation of the normal will be
7. isnt it just y=-25/8
8. The gradient at the minimum point is 0, is it not.

Use that OP.
9. (Original post by raheem94)
is the minimum point, see the graph, from the graph we can see that the equation of the normal will be
wont that be the normal?
oh sorry just notice the question asked for the normal
OCR Jun 10, Q8iii)

Here's the full question

i) express 2x^2 + 5x in the form 2(x+p)^2 + q

ii) State coords of the minimum points

(-5/4,-25/8)

PART THREE) State the equation of the normal to the curve at its minimum point..

So we know x coord of the minimum point is -5/4

How do work out the equation of normal? ( I know it should work out to be -1) so i assume the answer is 4/5? I dunno what am doing :P

..

Can you kindly guide me and if you do know the answer, can you tell me how you worked it Out

Thanks
Well the normal is the perpendicular to the tangent.

If it's a minimum point - what is the gradient of the tangent ALWAYS?
11. (Original post by raheem94)
is the minimum point, see the graph, from the graph we can see that the equation of the tangent will be
Equation of tangent? It's asking for normal..
12. isn't it just x=-5/4?
13. zero?
Equation of tangent? It's asking for normal..
He meant normal.
Equation of tangent? It's asking for normal..
By mistake wrote tangent, i have corrected it.

Sorry for the confusion it caused.
16. That is the answer, but i'm just wondering .. why
17. (Original post by hassi94)
Well the normal is the perpendicular to the tangent.

If it's a minimum point - what is the gradient of the tangent ALWAYS?
minimum point- the gradient is positive is this right
zero?
Yes that's right so the tangent is just the horizontal line going through that point. Therefore the normal is the vertical line going through that point i.e. x = -5/4
19. (Original post by dongonaeatu)
so you want to find out a gradient and you have
(-5/4,-25/8)
so y2-y1/x2-x1 gives you the gradient of the tangent

you want the gradient of the normal which is perpendicular

can you do this
The gradient of the tangent is zero.

So for finding the gradient of the normal will we do

We can't do this here!
20. (Original post by dongonaeatu)
minimum point- the gradient is positive is this right
No. How do we find minimum points using calculus?

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