How many significant figures? A) 1234500_______ B) 1230.0_____ C) 0.10220____ D) 34560000______ E) 0.0000302010_______ F) 0.02050______ G) 1.250 x 105_____

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Answer:

A) 5 sig figs

B) 4 sig figs

C) 4 sig figs

D) 4 sig figs

E) 5 sig figs

F) 3  sig figs

G) 5 sig figs

Explanation:

work for G- 1.250 x 105=  131.25

Significant digits/ figures are indeed the number in a value, typically a measure the contributes to the stock's accuracy. It's very first non-zero digit is being used to begin counting significant digits.

Any digits else than zero are relevant. In this, the number of digits is used to express a measurable or calculated amount.

Given:

[tex]A)\ 1234500 \\\\ B)\ 1230.0\\\\ C)\ 0.10220\\\\ D)\ 34560000\\\\ E)\ 0.0000302010\\\\ F)\ 0.02050 \\\\ G) \ 1.250 \times 10^5 \ \ OR\ \ 1.250 \times 105[/tex]

To find:

Significant figures=?

Solution:

  • For A, there are 5 significant figure.
  • For B, there are 5 significant figure with 1 decimals.
  • For C, there are 5 significant figure with 5 decimals.
  • For D, there are 4 significant figure.
  • For E, there are 6 significant figure with 10 decimals.
  • For F, there are 4 significant figure with 5 decimals.
  • For G, there are 9 significant figure with 8 decimals OR it has 3 significant figure.

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