7. Write the following to the number of significant figures written in brackets:
brackets:
a) 0.954( 1s.f.)
b) b) 0.00973 ( 2 s.f.)
c) c) 2.5728 ( 3 s.f.)
Answers
Answered by
3
Hey There!!!
Significant Figures are an important concept in Practical Applications. They give you an idea of how precise a measurement is. The more number of significant figures, the better and more precise is the measurement.
There are some Rules for Significant Figures
-> All non-zero digits are significant
-> Any zeros between two significant digits are significant
-> A zero, trailing a significant figure after decimal are significant
When reducing to a given number of signifcant figures, we round off as required.
Here,
a) 0.954 [1 SF]
-> 1
b) 0.00973 [2 SF]
-> 0.0097
c) 2.5728 [3 SF]
-> 2.57
Hope it helps
Purva
Brainly Community
Significant Figures are an important concept in Practical Applications. They give you an idea of how precise a measurement is. The more number of significant figures, the better and more precise is the measurement.
There are some Rules for Significant Figures
-> All non-zero digits are significant
-> Any zeros between two significant digits are significant
-> A zero, trailing a significant figure after decimal are significant
When reducing to a given number of signifcant figures, we round off as required.
Here,
a) 0.954 [1 SF]
-> 1
b) 0.00973 [2 SF]
-> 0.0097
c) 2.5728 [3 SF]
-> 2.57
Hope it helps
Purva
Brainly Community
Answered by
0
Answer:
Rules for Significant Figures :-
-> All non-zero digits are significant
-> Any zeros between two significant digits are significant
-> A zero, trailing a significant figure after decimal are significant
When reducing to a given number of signifcant figures, we round off as required.
Here, Your answer is....
a) 0.954 [1 SF]
-> 1
b) 0.00973 [2 SF]
-> 0.0097
c) 2.5728 [3 SF]
-> 2.57
Similar questions