Thursday, December 12, 2013

Campaign group: faith schools have admissions bias

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 that apply religious criteria for admissions continue to discriminate against poorer and ethnic-minority pupils, whatever their faith background, those who have commissioned a new survey say.

The Fair Admissions Campaign - a grouping that includes the British Humanist Association, and the Socialist Education Association, both opposed to faith schools - says that, by comparing the intake of schools on a geographical basis, its survey suggests that Church of England schools take ten per cent fewer children eligible for free school meals than the local average, Roman Catholics 24 per cent fewer, Muslims 25 per cent fewer, and Jewish schools 61 per cent fewer.

The Fair Admissions Campaign says that its survey undermines statistics from the Department for Education, released last month, which showed that the figures for C of E schools were broadly comparable with community schools.

The C of E's chief education officer, the Revd Jan Ainsworth, criticised the Campaign's use of the statistics as "wilful misrepresentation". She said: "We do not recognise the picture of church schools the survey paints. We are proud of the way in which our schools enable children from disadvantaged backgrounds to succeed."

The survey has also angered the heads of church schools in challenging areas. David Ainsworth, the head of Trinity C of E High School, Manchester, listed in the survey as one of the worst offenders because 100 per cent of its places are offered on faith grounds, said: "We don't demand that our pupils are Christians - just that they have a faith."

Comments in the most recent OFSTED report confirms Trinity's multicultural make-up: "The majority of students are from mixed ethnic backgrounds, mainly black British, African, and Caribbean. This is well above the national average." 

The school also has a higher-than-average percentage of children eligible for free school meals, and pupils with statements of special educational need, the OFSTED report adds.

The director of school-support services at the London Diocesan Board for Schools, Elizabeth Wolverson, said that more than half the pupils at the 19 secondary schools in the London diocese are of black and ethnic-minority heritage; almost one in four (23.7 per cent) receive free school meals; and 32 per cent do not have English as a home language.

In some secondary schools, the figures are much higher, Mrs Wolverson said. At St Augustine's, Kilburn, recently rated "outstanding" by OFSTED, 719 of the 768 pupils are from black or ethnic-minority backgrounds, and 589 receive free school meals. The same criteria apply to more than half the pupils at St Marylebone School, London.

Writing in The Daily Telegraph last week, the Bishop of Oxford, the Rt Revd John Pritchard, chairman of the Board of Education, criticised the use of "the distorted lens of secularist groups" to claim that church schools select by the back door.

"One of the great accusations against church schools is that they are predominantly for white, middle-class pupils. The statistics tell a different story."

A statement from the Catholic Education Service said that its schools consistently take a higher than average proportion of black and ethnic-minority pupils.

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