Answered

Lesson: Adding and subtracting Like Fractions:


Solve

1/9 + (-5/9)=?


3/8 + (-7/8)=?


-3/4 + (-3/4)=?



Lesson: Adding and subtracting Unlike Fractions:


Solve

(-7/10) - (2/5)=?


(-4/9) - (2/15)=?


P.S: The parentheses are just so the negative (-) and positive (+) numbers and signs don't get mixed up! Thank you for your help!

Verified Answer :

VenusRetrograde

When adding/subtracting like fraction, simply keep the denominators the same, and add/subtract the numerators

1/9+(-5/9)= -4/9

3/8+(-7/8)= -4/8

-3/4+(-3/4)=-6/4

When adding/subtracting unlike fractions, We have to find the LCM of the denominators, and then find the fractions equivalent with that denominator. Then add/subtract the numerators.

-7/10 - 2/5= -7/10 - 4/10= -11/10

-4/9 - 2/15= -20/45 - 6/45= -26/45

Exvited

1) \(\frac{1}{9} + - \frac{5}{9} = \fbox {-4/9} \ \sf or \ \fbox {-0.4444}\)
Steps: Simplify brackets, subtract numerators.

2) \(\frac{3}{8} + - \frac{7}{8} =\) \(\fbox {-1/2} \ \sf or \ \fbox {-0.5}\)
Steps: Simplify brackets, subtract numerators, simplify into simplest form.

3) \(- \frac{3}{4} + - \frac{3}{4} = \fbox {-3/2} \ \sf or \ \fbox {-1.5}\)
Steps: Simplify brackets, add numerators, change into simplest form.

----

1) \(- \frac{7}{10} - \frac{2}{5} = \fbox {-11/10} \ \sf or \ \fbox {-1.1}\)
Steps: Simplify brackets, simplify.

2) \(- \frac{4}{9} - \frac{2}{15} = \fbox {-26/45} \ \sf or \ \fbox {-0.5778}\)
Steps: Simplify brackets, simplify.

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