#If anyone could help me with this question it would be greatly appreciated.thanks

103 messages · Page 1 of 1 (latest)

supple berry
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what would this specific question be classified as ?-(so i can practice)

upbeat hearth
supple berry
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i'm not quiet sure,sorry

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but its a question to solve for c

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x*

timber dagger
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What topic @supple berry

viscid pendant
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actually no

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its just a difficult gcse power laws question

vast pebble
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4^1 mb

viscid pendant
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yh

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its not hidden quadratic tho

vast pebble
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nah it is tho ag the sem time

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at*

viscid pendant
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wdym u dont have a quadratic

vast pebble
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let 4^x be y

viscid pendant
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4^x + 4(4^x)+4^2(4^x)

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21(4^x) = 336

vast pebble
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yea

viscid pendant
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thats not a quadratic

vast pebble
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no

viscid pendant
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ok let 4^x be y

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y + 4y + 16y = 336

vast pebble
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yeah true true

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so what do u do just solve for y then substitute 4^x back in

viscid pendant
supple berry
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i'm super confused

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can someone please do a step by step ?

viscid pendant
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sure

supple berry
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thankyou

viscid pendant
supple berry
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i'll just read it and get back to you in a moment 🙂

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how does 4 ^x+1 = 4 x 4x ? (in the first line)

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this is a new concept to me sorry😅

viscid pendant
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so you know 2^1 * 2^2 = 2^(2+1) right?

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thats a power law

supple berry
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ohh okay

viscid pendant
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so essentially x^(a+b) = x^a * x^b

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so thats the rule we're using here

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so we have 4^(x+1), that can be split into 4^x * 4^1

supple berry
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okay thankyou i understand that bit now 😄

viscid pendant
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np

supple berry
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working through the rest now👍

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so onto line 4 (that 16 on it).Could you please explain how you would get there

viscid pendant
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4^2 * 4^x = 16 * 4^x = 16(4^x)

supple berry
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oh okay makes total sense!

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but how do you get 21(4^x)?

vocal adder
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hidden 1 (coefficient of 4^x)

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so 1 + 4 + 16 = 21

supple berry
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how is there a hidden 1?

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little confused sorry😅

vocal adder
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x^2 (coefficient is 1) likewise 3x^2 (coefficient is 3) so in this eqs 4(4^x) the coefficient is 4 so 4^x the coefficient is 1

supple berry
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why is it not 4?

vale cedar
supple berry
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i just wanna know where you guys are pulling this one from 😭

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also after that, someone give me another question similar to this so i can practice 👍

vale cedar
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when you factorise something like this your basically taking 4^x out of each term or dividing each term by 4^x so 4^x/4^x is 1 thats where it comes from

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or the fact that everything has a hidden coefficient of 1

supple berry
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i think i semi get it

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Can you perhaps make a similar question for me to answer? for me to get a better sense of how to answer this sort of question on my own?

vale cedar
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5^x + 5^(x+1) + 5^(x+2) = 155

supple berry
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thanks!

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also what type of question would this be classified under?

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and do you have any video recommondations?

vale cedar
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Index laws I think and idk any yt vids nothing will really look like this

supple berry
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alr thx, im stuck on the part with the brackets..i put : 5x(1+5+10)=155 ?? is that right and if not why?

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i then got 16 (5^x )= 155

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which then i divided both sides by 16 got

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9.6875

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square root both sides by 5 so square root of that to get 15.5623745

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💀

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i feel like somethings gone wrong

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maths is trippyyyyy

idle sandal
austere quarry
wary kelp
wary kelp
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Ok that’s quite hard

supple berry
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yeahhh,i'm not the best at math but i thought i would try and go over the things im not sure of. exibit A.-this question.😭 👆

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im trying to look for videos but nothing quiet goes over this

wary kelp
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This isn’t in my year 9 school curriculum tbh

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What is the topic called

supple berry
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index laws i belive

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but a really hard one in the topic

wary kelp
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Oh ok this is in the curriculum, just it’s like one of the hardest questions

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From the topic

supple berry
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yep! stil half confused on where the hidden 1 coefficient comes from tho😅

supple berry
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It makes senseeeee

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i can finally rest😌

wary kelp
supple berry
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same i was just slightly confused on where the 1 came from then i got it

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it just clicked rn and i was like no wayyy,why didnt i think of this earlier

wary kelp
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Have you done limiting reagents in chemistry

supple berry
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i don't think so? Let me check.

wary kelp
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Same

supple berry
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yh i haven't lol

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thanks to everyone who helped me with this question!! @viscid pendant @wary kelp @austere quarry @vale cedar @idle sandal @vocal adder @vast pebble