Round your answer(s) to the nearest hundredth. a)0.071811 b)1.7407
0.0719 ? 1.740 ?
is it right?
To the right of the decimal point it is different. You count tenths, hundredths, thousandths and so on.
Rockst Du noch mit der Musik? 1) 0.071811 needs to be rounded off to the nearest 1 hundredth. That would mean dropping all the final digits except for the two immediately to the right of the decimal point. Care to try that?
0.??
lol I'm embarresed cause is such an elemental thing
but i need to respiond exactly
two question marks are two digits so you... 0. ? ?
so it would be 0.08 and 1.74 ?
Try this: 0.07 followed by 1811 (actually, that's 0.001811). Is 1811 more than, equal to or less than 5000?
first one, no... second one, yes
A. is 0.07 and be is 1.74
*b
the rounding rule states that if the next digit to the right of the 2 we want to keep is 5 or greater, then round UP; if less than 5, round down. So, try again. Look what domebotnos has done in the first case.
Can you, rock_mit, explain why domebotnos decided to write 0.07 instead of 0.08?
cause the next digit is greater than 5 so we aprox
sorry, I'm running out of of time, I'm agree with hello123 thanks a lot guys
@hello1213 so the answer is it right ?
i cannot fail
"cause the next digit is greater than 5 so we aprox" is not correct. You are to round off to 2 decimal places. The given 2 decimals are found in 0.07. What follows is 18ll, which is NOT 5 or greater. Thus, we drop the 1811 and have the answer: 0.07.
Try (b) again. See if you can explain your reasoning.
I see 1.74 followed by 07. What does the rule say we should do?
i got it now so if i have 0.079 then i could wite out 0.08 ?
Absolutely right!!
thanks alot bro Wunderbar aufwidersehen
sorry @rock_mit182 I'm working on my own math right now lol... but ys you are correct.
Auf Wiedersehen, lieber Herr Rock_mit!
yeah i know how feels like, we're busy lol all because of math
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