Addition of π½π£πππ₯ππ ππ€
Add the following Fractions;
β
+ β
Answer; βΆββ or 1 β
Subtract the following fractions;
β΅ββ - ΒΎ
Answer; Β²ββ or Β½
Multiply the following fractions;
-β
Γ β΅ββ
Answer; -ΒΉβ°βββ or -β
Divide the following Fractions:
β»ΒΉββ
Γ· β·ββ
Answer; -β΄βββ
Evaluate the expression;
(-1) + (-2 β
)
Answer; -ΒΉβ·ββ or -3 β
Add the following fractions;
βΉββ
+ (-β΄ββ)
Answer; β·βββ
Subtract the following fractions;
β
- (-β΅ββ)
Answer; βΆββ or 2
Multiply the following fractions;
βΈββ Γ β·βββ
Answer; β΅βΆβββ or β
Divide the following Fractions:
β»ΒΉββ Γ· β΅ββ
Answer; -β΄βββ or -β
Evaluate the expression;
1 ΒΌ Γ 9
Answer; 11 ΒΌ
Add the following fractions;
(-β
) + β
Answer; ΒΉβββ
Subtract the following fractions;
2 - ΒΉΒ³ββ
Answer; β
Multiply the following fractions;
β΄ββ Γ β·ββ
Answer; Β²βΈβββ or β·ββ
Divide the following Fractions:
Β³ββ x ΒΉβ°ββ
Answer; 2 1/7
Evaluate the expression;
(-2 β
) - (-1 Β½)
Answer; -ΒΉΒΉββ or -1 β
Add the following fractions;
6 + β
Answer; Β³β·ββ or 1 β
Subtract the following fractions;
(-β
) - β
Answer; -βΆβ·βββ or -1 Β²β·βββ
Multiply the following fractions;
β΅ββ Γ β
Answer; β΅βββ
Divide the following Fractions:
Β½ Γ· βΈββ
Answer; β·βββ
Evaluate the expression;
2 β
- β
Answer; βΈβ·βββ or 2 β·βββ
Add the following fractions;
(-ΒΉβ°ββ) + β
Answer; -β΅Β³βββ or -1 ΒΉΒΉβββ
Subtract the following fractions;
βΉββ
- β
Answer; β΄β·βββ or 1 β·βββ
Multiply the following fractions;
2 Γ Β³ββ
Answer; βΆββ
Divide the following Fractions:
βΉββ
Γ· 2
Answer; βΉβββ
Evaluate the expression;
-3 β΅ββ Γ· 3
Answer; -Β³Β²βββ or -1 β΅βββ