How do you divide mixed fractions? e.g. (1(1/5)) / (3/4)

(1(1/5)) / (3/4)1(1/5) = 6/5therefore the question is(6/5) / (3/4)To divide a fraction, you simply swap the position of the numerator and denominator in the latter part of the example, and multiple the fractions instead, following the method of top * top and bottom * bottom. You can then simply down to the lowest form.(6/5) * (4/3)64 = 2453 = 1524/15 = 8/5 when simplified

JM

Related Maths GCSE answers

All answers ▸

A linear sequence starts, a + 2b, a + 6b, a + 10b …….. …….. The 2nd term has value 8. The 5th term has value 44. Work out the values of a and b


Fully simplify (8a^2b * ab^4)/(2a^3b^2)


Solve algebraically the simultaneous equations y-3x=13 and x^2+y^2=25


Sam needs to make a drink from orange cordial and lemonade in the ratio 1:9. How much orange cordial does he need to make 1500ml?