The Student Room Group

Maths year 11

Scroll to see replies

Reply 320
Original post by 34908seikj
Use pythagorus

x2+(2x)2=25 \sqrt{x^2 + (2x)^2} = 25


x2+4x2=25 \sqrt{x^2 + 4x^2} = 25


On my phone :frown:( came out in latex

Posted from TSR Mobile
Original post by z_o_e
On my phone :frown:( came out in latex

Posted from TSR Mobile


Sorry Will fix it now.
Original post by 34908seikj
Use pythagorus


*Pythagoras.
Reply 323
Original post by 34908seikj
Sorry Will fix it now.


I did this now as well :smile:

I think it's right.



Posted from TSR Mobile
Original post by B_9710
*Pythagoras.


Sorry babe

Original post by z_o_e
On my phone :frown:( came out in latex

Posted from TSR Mobile

Try and finish it from here

Spoiler



a=x, b=2x. Just plug this in and find c.
Original post by z_o_e
I did this now as well :smile:

I think it's right.



Posted from TSR Mobile


I got 8.5, but what you did was right.
Reply 327
Original post by 34908seikj
I got 8.5, but what you did was right.


I just don't get this!
Never did this before.



Posted from TSR Mobile
Reply 328
Original post by 34908seikj
I got 8.5, but what you did was right.


Got this!!



Posted from TSR Mobile
Original post by z_o_e
I just don't get this!
Never did this before.



Posted from TSR Mobile


Okay, split it up.


You have √5 * √x^2 = 25

The √x^2 cancel out which leaves you with x

Now you have x√5 = 25

Divide by √5 and rationalise the denominator


So it will be x = 25/√5 -----> x = 25√5/5

Which leaves you with x = 5√5


You would still have x√5 not 5x since you can rewrite it as √5 * √x^2 = 25


Now the square cancels out the square root so you are left with √5 * x = 25


Which is the same as x√5 = 25
Original post by 34908seikj
I got 8.5, but what you did was right.


My answer from yesterday gives 8.56...
Original post by B_9710
My answer from yesterday gives 8.56...

Spoiler

Reply 333
Original post by 34908seikj
You would still have x√5 not 5x since you can rewrite it as √5 * √x^2 = 25


Now the square cancels out the square root so you are left with √5 * x = 25


Which is the same as x√5 = 25


Can you do this question from scratch please :frown: feel so bad asking you again.

But I don't understand the last square root stuff.

Then I'll do a similar question to this ":smile:

Posted from TSR Mobile
Original post by z_o_e
Can you do this question from scratch please :frown: feel so bad asking you again.

But I don't understand the last square root stuff.

Then I'll do a similar question to this ":smile:

Posted from TSR Mobile

x2+(2x)2=252 x^2 + (2x)^2 = 25^2 .
5x2=252 5x^2= 25^2 so
x2=125 x^2=125 so x=125=55cm x= \sqrt{125}= 5\sqrt 5 \text{cm} .
Original post by z_o_e
Can you do this question from scratch please :frown: feel so bad asking you again.

But I don't understand the last square root stuff.

Then I'll do a similar question to this ":smile:

Posted from TSR Mobile

Spoiler

Reply 336
Original post by 34908seikj

Spoiler



Too hard :frown:(
I think I should leave this question.

I don't understand surds and squares maybe I need to learn them in order to understand this?
Original post by z_o_e
Too hard :frown:(
I think I should leave this question.

I don't understand surds and squares maybe I need to learn them in order to understand this?


Yes. Surds are super simple once you get the hang of them.
Reply 338
Original post by 34908seikj
Yes. Surds are super simple once you get the hang of them.


I need an introduction haha I know a bit of this :smile:
:awesome:
Original post by z_o_e
I need an introduction haha I know a bit of this :smile:
:awesome:


There are very simple rules you need to follow to answer all of these questions.
a×b=ab \sqrt a \times \sqrt b = \sqrt{ab} and also
ab=ab \displaystyle \frac{\sqrt a}{\sqrt b }= \sqrt{\frac{a}{b}} .

Quick Reply

Latest