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A shopkeeper allows 20% discount on the marked price of his articles. Find the marked price of an article for which he charges Rs. 560.
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An article is bought for Rs. 1,200 and Rs. 100 is spent on its transportation, etc. Find:
(i) the total C.P. of the article.
(ii) the selling price of it in order to gain 20% on the whole.
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40 pens are bought at 4 for Rs. 50 and all of them are sold at 5 for Rs. 80 Find
(i) C.P. of one pen.
(ii) S/P. of one pen.
(iii) Profit made by selling one pen.
(iv) Profit percent made by selling one pen.
(v) C.P. of 40 pens
(vi) S.P. of 40 pens.
(vii) Profit made by selling 40 pens.
(viii) Profit percent made by selling 40 pens. Are the results of parts (iv) and (viii) same? What conclusion do you draw from the above result?
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The C.P. of 5 identical articles is equal to S.P. of 4 articles. Calculate the profit percent or loss percent made if all the articles bought are sold.
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The C.P. of 12 pens is same as S.P. of 15 pens. Calculate the profit or loss percent made, if all the pens bought are considered to be sold.
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A certain number of articles are bought at Rs. 450 per dozen and all of them are sold at a profit of 20%. Find the S.P. of:
(i) one article
(ii)seven articles.
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An article is marked 60% above the cost price and sold at 20% discount. Find the profit percent made.
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Separate constant terms and variable terms from tile following:
8, x, 6xy, 6 + x, - 5xy2 , 15az2 , `(32"z")/"xy", "y"^2/"3x"`
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For the expression, given below, state whether it is a monomial, binomial or trinomial:
2x ÷ 15
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Constant is only 8 other is variable ax + 9
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Constant is only 8 other is variable 3x2 × 5x
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Constant is only 8 other is variable 5 + 2a - 3b
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Constant is only 8 other is variable 2y –`7/3` z ÷ x
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Constant is only 8 other is variable 3p x q ÷ z
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Constant is only 8 other is variable 12z ÷ 5x + 4
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Constant is only 8 other is variable 12 – 5 z – 4
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Constant is only 8 other is variable a3 – 3ab2 x c
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Write the coefficient of: xy in – 3axy
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Write the coefficient of: z2 in p2yz
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Write the coefficient of: mn in -mn
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