what are significant digits
are the digits in a number starting with the first non-zero digit and ending with the last non-zero digit.
Divide the following measurements using correct significant digits. 544.2 in2 ÷ 0.199 in 2,700 in 2,730 in 2,735 in 2,734.7 in
how do u solve this
We did these already. Were you able to get the last one? You left.
its a timed test so i didnt get it it just went off
Ok. Well we're not supposed to help you on tests, anyway. :/
theyre practice test
Ok, that's different. :D
lol ya
Do you still need help?
ya
because i do not understand it at all i dont even know whih is the answer at all
Wikipedia says, the significant figures of a number are those digits that carry meaning contributing to its precision.
Ha... so I was right after all.
That's probably actually evidence why you shouldn't totally rely on Wikipedia. Different articles can lead you to different conclusions.
Anyway, essentially, the number of significant digits is the number of digits that are there when you write it properly in scientific notation.
For example, 3600 would be \(3.6 \times 10^3\) and as such have two significant figures, the 3 and the 6.
ok
If those zeroes were significant it would be \(3.600 \times 10^3\) and it would have four. Because there are four digits. Otherwise, extra zeroes that are not between other significant digits aren't usually significant, I guess.
So here's one to practice. How many significant digits in \(6.02 \times 10^{23}\)?
2 right because the 0 is betweenthem
The zero is between them so it IS significant.
And usually when something is written in scientific notation like that, all digits given are significant.
ok so its 3
Right. How about \(9.870 \times 10^6\)
4
Right.
But now, here's where you have to be careful. What about 9870, all by itself, without any special notes?
3
Yes. You've got it now.
ok so wht about the problem Divide the following measurements using correct significant digits. 544.2 in2 ÷ 0.199 in 2,700 in 2,730 in 2,735 in 2,734.7 in
how do i solve this
You first determine the proper number of significant digits your answer should have and then pick the answer with that number.
lol um when u divide it just the way it is the answer is different
So ignore that and just use the choices they gave you. :P
How many sig figs in 544.2?
4
Yes. And how many in 0.199?
4
No, that initial 0 doesn't count. Remember, think of it in scientific notation. You'd write it as \(1.99 \times 10^{-1}\)
so 3
Correct. The rule for multiplication and division is that the answer has as many significant figures as the least precise answer.
correct
So we need the answer with 3 significant.
yes we do
So which one is that? :D
B
Yes!
Great Job!
YES! lol
thnx
Thanks @bookworm00981 (unless you meant Starr.. in which case I agree)
Also great Job @SACAPUNTAS for leading @Starr_Dynasty in the right direction!!!
I meant both of you haha. :P
No Prob. Keep up the good work everyone :D
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