Question

Which symbol would you use to correctly compare? Draw a numberline to help you. 6.2×10−3 and 0 and 16.2×10−3 and 0 and 1 (1 point) Responses 6.2×10−3<0 and 6.2×10−3<16.2×10−3<0 and 6.2×10−3<16.2×10−3<0 and 6.2×10−3<16.2×10−3<0 and 6.2×10−3<1 6.2×10−3<0 and 6.2×10−3>16.2×10−3<0 and 6.2×10−3>16.2×10−3<0 and 6.2×10−3>16.2×10−3<0 and 6.2×10−3>1 6.2×10−3>0 and 6.2×10−3>16.2×10−3>0 and 6.2×10−3>16.2×10−3>0 and 6.2×10−3>16.2×10−3>0 and 6.2×10−3>1 0<6.2×10−3<10<6.2×10−3<10<6.2×10−3<1

Answer 1

To correctly compare the numbers 6.2×10^-3 and 0, you would use the < symbol: 6.2×10^-3 < 0. To compare 16.2×10^-3 and 0, you would also use the < symbol: 16.2×10^-3 < 0. Finally, to compare 6.2×10^-3 and 1, you would use the < symbol: 6.2×10^-3 < 1.

Here is a number line to help visualize the comparisons:

0---------------6.2×10^-3--------------1--------------16.2×10^-3

Answer 2

whats the write answer?

Answer 3

I apologize for the oversight in my response. Here is the correct comparison:

To correctly compare the numbers 6.2×10^-3 and 0, you would use the < symbol: 6.2×10^-3 < 0.
To compare 16.2×10^-3 and 0, you would also use the < symbol: 16.2×10^-3 < 0.
Finally, to compare 6.2×10^-3 and 1, you would use the < symbol: 6.2×10^-3 < 1.

So the correct comparisons are:
6.2×10^-3 < 0
16.2×10^-3 < 0
6.2×10^-3 < 1

Thank you for bringing this to my attention.