how do you do square roots with imperfect square
non perfect square?
do you have an example?
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how would we do this?
since 43 is a prime number there is no way to simplify as the only factors are 1 and 43
so \[\sqrt{43}\] is as simplified as it can be
so its 43
oh ok
what happens my teacher says find the square of the number to the nearest hundredths
okay are you allow to use the calculator for this?
not this number
YES :D
Haha, my first instinct is to tell you to use the calculator, but I realised this isn't the best answer. Umm, you can try to reduce the number into factors that can be 'square-rooted,' factors like 4, 9, 49 etc. Then you will have to leave the answer in its most simplified form. For example, the number 108 can be split into 3 x 4 x 9, where 4 and 9 can be 'square-rooted', so you will have to leave the final answer (for the 108 question) as 6 (square root sign)3. I think this should be the most common way to do it, but I'm not sure whether it is the best. Anyone have a better suggestion please also post it up. Thanks :D
So it will be 6.56 for sqrt(43)
can you explain me with decimals place
i agree with DHASHNI but if it's for prime sqrts or if you have simplified as far as it can go and it asks for the answer to the nearest hundredth then use the calculator
so the sqrt(43) is 6.557438..... and you want to round it to the nearest hundredth. the hundredth is the second decimal spot. and because the number after it is a 7, the 5 needs to round up to a 6.
if the number is 5 or over round up, 4 or less round down
yeah if you are told to round to the nearest hundredths for square roots then you will be using calculator
you can estimate a non perfect square root by determining what two perfect squares it lies between. sqrt(43) is a bit over half way between 6 squared (36) and 7 squared (49)
ok
so the anser is 6.56
the answer is 6.56 to nearest hundredths
yes
what about if it was tenths
zed will you explain with tenths
can you explain me the decimal system
sorry I was having dinner, the tenths are the first decimal place, the hundredths are the second, thousandths the third and so on ...
here's a worksheet to practice rounding
and here are the solutions to check your answers
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