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15680/280= 56 Television Sets

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Q: How many television sets costing 280 each can be bought for 15680?
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How many change each costing 25p can be bought for GBP 2.50?

Ten of them.


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The expression is np + 2n(p+9). This can be simplified into 3np + 18n.


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How many of each type of calculators were bought when 74 were ordered at 9 dollars each for one type and 30 dollars each for the other type costing 1170 dollars in total?

Form a simultaneous equation and let the calculators be known as x and y: 9x+30y = 1170 x+y = 74 Multiply all terms in the bottom equation in order to eliminate x: 9x+30y = 1170 9x+9y = 666 Subtract bottom equation from top equation: 21y = 504 => y = 24 Substitute the value of y into the original equations to find the value of x: x = 50 and y = 24 Therefore: 50 calculators at 9 dollars each and 24 calculators at 30 dollars were bought. Check: (9*50)+(30*24) = 1170 dollars

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