91Ó°ÊÓ

We need to find that does the both numbers contain same significant figures or not.

Referring to the rules in the significant figure as summarized by the table : $2.2$

There $11.0$has three significant figures- the nonzero digit and the zero at the end. The other number $11.00$have four significant figures- the nonzero digit and the zero at the end. The two number is not the same numbers of significant figures-.

We need to find that does the both numbers contain same significant figures or not.

Referring to the rules in the significant figure as summarized by the table:$2.2$

There $0.0250$has three significant figures- the nonzero digit and the zero at the end. The other number $0.205$have also three significant figures- the nonzero digit and the zero in between nonzero digits.. The two numbers is the same number of significant figures-.

We need to find that does the both numbers contain same significant figures or not.

Referring to the rules in the significant figure as summarized by the table:$2.2$

There $0.00012$has two significant figures- the nonzero digit and all the other zero are place holders. The other number $12000$have also two significant figures- the nonzero digit and the all the other zero are place holders. The two numbers is the same number of significant figures-.

We need to find that does the both numbers contain same significant figures or not.

Referring to the rules in the significant figure as summarized by the table:$2.2$

There $250L$has four significant figures- the nonzero digit and the zero at the end. The other number localid="1653643837999" $2.50×{10}^{-2}\mathrm{L}$have two significant figures- the nonzero digit. The two number is not the same numbers of significant figures-.