Fraction Addition Challenge: Different Denominators

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Add fractions with different denominators.

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MALARKODI A/P RADAKRISHNAN KPM-Guru

Malaysia

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Fraction Addition Challenge: Different DenominatorsVersion en ligne Add fractions with different denominators. par MALARKODI A/P RADAKRISHNAN KPM-Guru 1 For 1/3 + 1/4, the common denominator is 12. Yes No 2 You can add fractions with different denominators without converting to a common denominator. Yes No 3 To convert a/b and c/d, you multiply a by d and c by b, but you do not adjust the denominators. Yes No 4 When denominators are 4 and 8, the common denominator is 12. Yes No 5 If both fractions are proper, their sum can still be greater than 1 after adding. Yes No 6 The result of a/b + c/d is ( a(LCD/b) + c(LCD/d) ) / LCD, then you may simplify. Yes No 7 The common denominator is always b + d. Yes No 8 Convert a/b to a(LCM(b,d)/b) over the LCD and convert c/d to c(LCM(b,d)/d) over the LCD. Yes No 9 To add a/b and c/d with different denominators, use the least common multiple of b and d as the common denominator. Yes No 10 2/3 + 1/5 equals 3/5 after direct addition. Yes No

Fraction Addition Challenge: Different DenominatorsVersion en ligne

Add fractions with different denominators.

par MALARKODI A/P RADAKRISHNAN KPM-Guru

For 1/3 + 1/4, the common denominator is 12.

Yes

You can add fractions with different denominators without converting to a common denominator.

Yes

To convert a/b and c/d, you multiply a by d and c by b, but you do not adjust the denominators.

Yes

When denominators are 4 and 8, the common denominator is 12.

Yes

If both fractions are proper, their sum can still be greater than 1 after adding.

Yes

The result of a/b + c/d is ( a(LCD/b) + c(LCD/d) ) / LCD, then you may simplify.

Yes

The common denominator is always b + d.

Yes

Convert a/b to a(LCM(b,d)/b) over the LCD and convert c/d to c(LCM(b,d)/d) over the LCD.

Yes

To add a/b and c/d with different denominators, use the least common multiple of b and d as the common denominator.

Yes

2/3 + 1/5 equals 3/5 after direct addition.

Yes

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Fraction Addition Challenge: Different Denominators

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À propos de cette activité

Créé par

Téléchargez la version pour jouer sur papier

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Fraction Addition Challenge: Different DenominatorsVersion en ligne

par MALARKODI A/P RADAKRISHNAN KPM-Guru

For 1/3 + 1/4, the common denominator is 12.

You can add fractions with different denominators without converting to a common denominator.

To convert a/b and c/d, you multiply a by d and c by b, but you do not adjust the denominators.

When denominators are 4 and 8, the common denominator is 12.

If both fractions are proper, their sum can still be greater than 1 after adding.

The result of a/b + c/d is ( a(LCD/b) + c(LCD/d) ) / LCD, then you may simplify.

The common denominator is always b + d.

Convert a/b to a(LCM(b,d)/b) over the LCD and convert c/d to c(LCM(b,d)/d) over the LCD.

To add a/b and c/d with different denominators, use the least common multiple of b and d as the common denominator.

2/3 + 1/5 equals 3/5 after direct addition.

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Fraction Addition Challenge: Different Denominators

Oui ou Non

À propos de cette activité

Créé par

Téléchargez la version pour jouer sur papier

Top Jeux

Oui ou Non

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Oui ou Non

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Oui ou Non

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Oui ou Non

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Fraction Addition Challenge: Different DenominatorsVersion en ligne

par MALARKODI A/P RADAKRISHNAN KPM-Guru

For 1/3 + 1/4, the common denominator is 12.

You can add fractions with different denominators without converting to a common denominator.

To convert a/b and c/d, you multiply a by d and c by b, but you do not adjust the denominators.

When denominators are 4 and 8, the common denominator is 12.

If both fractions are proper, their sum can still be greater than 1 after adding.

The result of a/b + c/d is ( a*(LCD/b) + c*(LCD/d) ) / LCD, then you may simplify.

The common denominator is always b + d.

Convert a/b to a*(LCM(b,d)/b) over the LCD and convert c/d to c*(LCM(b,d)/d) over the LCD.

To add a/b and c/d with different denominators, use the least common multiple of b and d as the common denominator.

2/3 + 1/5 equals 3/5 after direct addition.

The result of a/b + c/d is ( a(LCD/b) + c(LCD/d) ) / LCD, then you may simplify.

Convert a/b to a(LCM(b,d)/b) over the LCD and convert c/d to c(LCM(b,d)/d) over the LCD.