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Prove that 0.565656.... can be expressed as 56/99.

1) Let x=0.565656... 2) Thus 100x=56.565656... 3) Subtracting equation 1) from 2) gives: 99x=56 4) Rearrange for x: x=56/99, Also x=0.565656... from 1) Therefore 0.565656...=56/99
DC
Answered by Daanyaal C. • Maths tutor
4786 Views

How can I move up in my AO2 bands in my History EPQ (AQA)?

Hi there! Your AO2 bands are about how you use evidence in relation to your argument. These are just a few tips about how you can improve. AO2 - 7-10 marks "Evidence of detailed research involving the s...
SD
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How do you use the gerund in Latin?

The use of the gerund can be one of the most confusing aspects of Latin grammar. However, its use can be distilled into a relatively simple explanation. What is the gerund? Gramatically speaking, the gerund ...
TP
Answered by Toby P. • Latin tutor
11601 Views

How do you form the imperfect subjunctive?

Take the 3rd plural form (the "they" form) of a verb in the preterite tense. Take off the "ron" from the end of the verb, then add the relevant subjenctive ending, either:ra (I), ras (you...
IS
Answered by Isabella S. • Spanish tutor
3479 Views

I am struggling with Unit 1 of the GCSE, especially question 4, the 'comparing the use of language in two texts'; how do I improve my marks on this particular question?

Question 4 is the first instance in the paper where a student is required to use more than one source, and again the first question to concentrate in-depth on the effects of language. I would advise you to f...
JG
5670 Views