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Find [tex]$1.57 + 0.36$[/tex].

Are there enough hundredths to make a tenth?

There are [tex]\square[/tex] hundredths. That is enough to make a tenth.

Answer :

First, add the two decimal numbers:

[tex]$$
1.57 + 0.36 = 1.93.
$$[/tex]

Next, focus on the hundredths digits (the second digit after the decimal point). For [tex]$1.57$[/tex], the hundredths digit is [tex]$7$[/tex], and for [tex]$0.36$[/tex], it is [tex]$6$[/tex]. Adding these hundredths gives:

[tex]$$
7 + 6 = 13.
$$[/tex]

Since one tenth is equal to [tex]$10$[/tex] hundredths, having [tex]$13$[/tex] hundredths means there are enough hundredths to make a tenth.

Thus, filling in the blanks:

There are [tex]$\boxed{13}$[/tex] hundredths. That [tex]$\boxed{\text{is}}$[/tex] enough to make a tenth.

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