how many kg of sugar can be bought for rf:69.if one kg costs rf:3.75

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# how many kg of sugar can be bought for rf:69.if one kg costs rf:3.75

How many kg of sugar can be bought for RF:69.if one KG costs RF:3.71

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## Suggested Questions And Answer :

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### how many kg of sugar can be bought for rf:69.if one kg costs rf:3.75

69/3.75=18.4 ........

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### word problem

Sean bought a bag of mixed candies. In the bag there were 25 Smarties an Reese's peanut Butter cups. Smarties cost \$0.15 each an reese's are \$0.75 each. If he paid \$15.15 , how many Smarties an reese's did he buy? A. write an expression for the number of smarties . write an expression for the numbe

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### How many pounds of the less expensive pears did Sally buy?

x+y=10  pounds, so y=10-x 2.5*x +3.5*y=27\$ 2.5x +3.5*(10-x)=27 2.5x -3.5x +35=27 -x=27-35=-8 x=8 y=10-x=2

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Let n be the number of calculators so each one cost 240/n. She sold n-1 calculators for \$300 so each calculator was sold for 300/(n-1). The profit=5=300/(n-1)-240/n. Multiply both sides of the equation by n(n-1): 5n(n-1)=300n-240n+240. So 5n^2-5n=60n+240. This is a quadratic equation: 5n^2-65n-240=0

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### how to solve this word problem

A retailer incurs a fixed cost of N\$ 330when purchasing sugar for his stock. He pays N\$15.00 per packet which he resells at N\$18.00 per packet. How many packets should he purchase and sell in order to break even? Let us suppose that he buys X packets. Then his costs are: X packets at \$15

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### word problem

word problem Sean bought a bag of mixed candies. In the bag there were 25 Smarties and Reese's peanut Butter cups. Smarties cost \$0.15 each an reese's are \$0.75 each. If he paid \$15.15 , how many Smarties an reese's did he buy? A. write an expression for the number of smarties . write an ex

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### Jane bought 7 mangoes and 5 oranges at atotal of ksh 48 each.If she had bouhgt 3 mangoes and 8 oranges she would have saved ksh 12. Find the price of a mango and an orange

A=cost of one mango, B=cost of one orange. 3A+8B=7A+5B-12, so 4A-3B=12. From this we can relate the cost of the fruits: B=4A/3-4. The question is puzzling because it says 7A+5B are bought "at a cost of ksh 48 each". The context for "each"  needs clarification. Assume it means 7A+5B=48 or

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### using a system of linear equation involving cost

3x+y=32 or y=32-3x 2x+5y=49.50 2x+5(32-3x)=49.50 2x-15x+160=49.5 -13x=49.5-160 -13x=-110.5 x=110.5/13=8.50\$ y=32-3x=32-3*8.5=32-25.5=6.5

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### A movie theater in town posted these prices for tickets and snacks.

Sally and Anne both needed a ticket, so each paid \$9 for the ticket. Then they each bought a drink costing \$1.35. But they shared popcorn and a veggie cup costing \$3.50+\$1.74, so the cost to each woman was ½(3.50+1.74). We're looking for 9+1.35+½(3.50+1.74) in the answer. So answer 2

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### Find how many cups of each blend you could drink to meet you minimum daily requirement with a minimum cost.

x   amount of A y  amount of B (25x +50y)/(75x +50y)=3/5 125x +250y = 225x +150y 100y =100x therefore, y=x. Since total number of cups is 8, one will have to drink 4 cups of each.

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