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I’m doing dividing fraction
I’m just trying to double check my work to make sure my answers are corrected 11/6 ÷2/3 I got
7 answers
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Charlie tried to do the same with 1/8 can you finish Charlie calculations to see which one work?
1/8=1/9=? 1/8=1/10=? 1/8=1/11=?
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Answers (8)
q1 = (5.40g/18.02g/mol)(40.7kJ/mol) = 12.20kJ q2 = (5.40g)(4.18Jg-1°C-1)(100°C - 25°C) = 1692.9J = 1.6929kJ q1+q2 12.20kJ + 1.6929kJ = 13.9 kJ
O ok So I now just multiple it 11 and 3 and 9 & 2 and then divide it for the answer
I made a mistake it was 11/9 ÷ 2/3 = 11/9 ÷ 3/2 =11/6
I got 11/6 for 11/6 ÷3/2
So the example you use I can pretty much use that to showcase how the theories doesn’t work and not all unit fractions can be made in more then one way
I wrote it how they asked it That literally how they wrote the question on my worksheet Unit fractions (fractions which have numerators of 1) can be written as the sum of two different unit fractions. For example 12=13+16 Charlie thought he'd spotted a
the answers are both c
Y= [(Force)(Length of rope)]/Area*(change in rope length) Area= [(pi)(diameter^2)]/4
