What is the value of x? Round your answer to the nearest tenth. x^2 = 34
Square root both.
x=5.8309518948453004708741528775456
^leave the 34 as it is so that you don't need to work with that decimal
ok
x=?
\[\sqrt{x}=\sqrt{34}\]
since we square rooted we can get rid of the square root on the left (^2) cancels out.
Now, keep in mind there are 2 possible answers. We already have \[\sqrt{32 }\] what's the other answer?
wait isnt it 34?
^sorry i meant 34
lol its alright...
What would our answer be? :)
Ok here we go again. Your decimal was right - sqrt34 = now round it up like I taught you before: is 3 larger than 5?
oi
(I know that answer but I want you to figure it out) If 3 is larger than 5, then it becomes 5.9 which is your answer. If not, then 5.8.
@Cheez We don't use the decimal. It's easier to just leave it a square root.
5.9 is incorrect.
iye, oi, im confuffled....
*whelp*
Well I do and I'm 2 grades ahead of where I'm supposed to be in math. I'm a supposed to be a freshman but I'm in 10th grade with 11th grade algebra 2. I know what I'm doing.
*jaw drops*
Pooja I want errinss to figure it out for themselves. That way they learn something not just repeat words you hand out.
herself...
I thought so but you never know on the internet :P
X'D
5.8 is correct. You can even double check this. Instead of x, do 5.8 5.8^2 = ? Find ?
33.64...
Good. And since this isn't the full 5.8 number it is correct. you can round 33.64 up to 34.
Cheez has the right idea although I'm not sure where you got your "3" and "5" in your above explanation :)
need any more help?
@errinss We square rooted both sides which cancelled out the ^2 Since we are working with square roots it's best to leave the square root as it is. \[\huge~\rm~\bf~\sqrt{x^2}=\sqrt{34}\] You got to this part \[\huge~\rm~x=\sqrt{34}\] From the previous ones we have been doing, any square root will have two answers e.g: x^2=25 we would have 5 x 5=25 -5 x -5=25 we would have x=-5 or 5 Because if we ^2 a number by itself regardless if its negative or postive you will get the same solution.
lol ya
\(\color{#0cbb34}{\text{Originally Posted by}}\) @Cheez Good. And since this isn't the full 5.8 number it is correct. you can round 33.64 up to 34. \(\color{#0cbb34}{\text{End of Quote}}\) You got the same answer.
But a different way.
And my way didn't include a bunch of mumbo jumbo. I'm teaching it the easier way.
im lost..... pooja are you trying to prove a point...im not seeing it
cheez, I never learned how to do it your way where did you get the "3" and the "5"?
\(\color{#0cbb34}{\text{Originally Posted by}}\) @Cheez And my way didn't include a bunch of mumbo jumbo. I'm teaching it the easier way. \(\color{#0cbb34}{\text{End of Quote}}\) Alright, I'll let you take over then. :-) Sorry for confusing you @errinss
I meant * not 5 but I typed. Its 5.83 is 3 larger than 8.
3 is not larger than 8.
What is the value of y? 3y^2 − 6 = 42
I remember how to get that 25 < 34 < 36 but I'm not sure who you got that decimal after that.
I didn't see an explanation for that either
*lost in the clouds*
errinss, perhaps try asking your new question in a new question post :)
no need for a new post, but you can if you want. Add the six to both sides. Divide both sides by 3. then sqrt. What do you get?
nvm nvm I see it now I was thinking about doing it by hand (I'm old, that's how we did it back in the day) you had just been guiding on how to round, I see, sorry about the confusion .-.
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