Hey there!
"What is [tex]2\frac{13}{25}[/tex] equivalent to?
So, if you want the "[tex]improper[/tex] [tex]fraction[/tex]" you could easily [tex]multiplying[/tex] the front number by the [tex]denominator[/tex] and whatever that result is, [tex]add[/tex] it with the [tex]numerator[/tex]. By the way, we keep the [tex]denominator[/tex] [tex](25)[/tex]
Here is what I meant ↓
[tex]2\frac{13}{25}[/tex] → [tex]2(25) = 50, right?[/tex]
[tex]50 +13[/tex][tex]= 63[/tex] [tex],right?[/tex]
So, this means your result ( for the [tex]improper[/tex] [tex]fraction[/tex]) would most likely look like this: [tex]\frac{63}{25}[/tex]
And if you want to get the [tex]decimal[/tex] you could [tex]divide[/tex] the [tex]numerator[/tex] from the [tex]denominator[/tex]
Here is what I meant ↓
[tex]2\frac{13}{25} [/tex] [tex]=[/tex][tex]\frac{63}{25}[/tex]
And, [tex]\frac{63}{25} =[/tex] [tex]2.52[/tex] would be your result if you're looking for your [tex]decimal[/tex]
Good luck on your assignment and enjoy your day!
~[tex]LoveYourselfFirst:)[/tex]
