What Socio-Economic Background Did Sophie Belong To? What Are the Indicators of Her Family's Financial Status? - Going Places

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What socio-economic background did Sophie belong to? What are the Indicators of her family's financial status?



Sophie born in a middle class family, but her thinkings are big.She dreams of big things. She wants to own a boutique. She also dreams of becoming an actress or a fashion designer. But her friend Jansie who live in presant reminds her that they were both earmarked for a biscuit factory.

Sophie's family's socio-economic state is also indicated throught the occupation of Geoff.He is an apprentice mechanic.Sophie's father grunts while sitting, tosses Derek's shoe from one chair to another, eats roughly. He couldnot afford a much comfortable life to the family. The family doesn't own a car.All these things shows or indicates towards her lower middle class family.




المكان: India

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Explain the Role of ‘Justice Party’ in Boycotting of Council Elections | bzziii.com

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answer source Question Read the source given below and answer the questions that follows: Source : The Movement in the Towns The movement started with middle-class participation in the cities. Thousands of students left government-controlled schools and colleges, headmasters and teachers resigned, and lawyers gave up their legal practices. The council elections were boycotted in most provinces except Madras, where the Justice Party, the party of the non-Brahmans, felt that entering the council was one way of gaining some power–something that usually only Brahmans had access to. The effects of non-cooperation on the economic front were more dramatic. Foreign goods were boycotted, liquor shops picketed, and foreign cloth burnt in huge bonfires. The import of foreign cloth halved between 1921 and 1922, its value dropping from Rs. 102 crore to Rs. 57 crore. In many places merchants and traders refused to trade in foreign goods or finance foreign trade. As the boycott movement spread...
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Fraction becomes 9/11, If 2 is Added to Both the Numerator and Denominator. If 3 is Added to Both the Numerator and the Denominator, it Becomes 5/6. Find the Fraction. | Bzziii.com

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A fraction becomes `9/11`, if 2 is added to both the numerator and denominator. If 3 is added to both the numerator and the denominator, it becomes `5/6`. Find the fraction. SOLUTION Let Numerator be x & Denominator be y So, Fraction is = `x/y` Given that, If 2 is added to both the numerators and denominator, fraction becomes `9/11` `"Numerators + 2"/"Denominator + 2"`= `9/11` `"x+ 2"/"y + 2"`= `9/11` 11 (`x + 2`) = 9 (`y + 2`) 11`x` + 22 = 9`y` + 18 11`x` - 9`y` = 11 - 22 11`x` - 9`y` = -4 .......(1) Also, Given that if 3 is added to both the numerator and the denominator, fraction become `5/6` `"Numerators + 3"/"Denominator + 3"`= `5/6` `"x+ 3"/"y + 3"`= `5/6` 6 (`x + 3`) = 5 (`y + 3`) 6`x` + 18 = 5`y` + 15 6`x` - 5`y` = 15 - 18 6`x` - 5`y` = - 3 .......(2) Hence, our equations are 11`x` - 9`y` = -4 .......(1) 6`x` - 5`y` = - 3 .......(2) From equation (1...
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Researchers once surveyed college students on their Facebook use. The following two-way table displays data for the sample of students who responded to the survey

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Researchers once surveyed college students on their Facebook use. The following two-way table displays data for the sample of students who responded to the survey. Approximately what percent of students in the sample do not use Facebook? Round your answer to the nearest percent. Age Uses Facebook Does not Uses Facebook 18 to 22 78 4 23+ 70 67 Approximately what percent of students in the sample do not use Facebook? Round your answer to the nearest percent. SOLUTION The number of students who do not use facebook is calculated by counting the total number of students in the row shown in the blue box. We add to find the total number of students in that row to get the total number as 71. Age Uses Facebook Does not Uses Facebook Total 18 to 22 78 4 82 23+ 70 67 137 Total 148 71 219 The percentage is calculated by dividing 71 with the total number of students which is 219 So, the percentage is `\frac{71}{219}` = 0.3242 `\times` 100  = 32.4221971 = 0.3242×100 = 32.42% So, app...
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