The coins differ in value by 5¢, so swapping the numbers of them will change the value by 5¢ for each unit difference in the numbers of coins. Since 40¢ = 8 * 5¢ there must be 8 more dimes than nickels.
There are (22 +8)/2 = 15 dimes and 7 nickels.
_____ You could write some equations for this problem. Let n, d represent numbers of nickels and dimes. .. n +d = 22 .. 10d +5n - (10n +5d) = 40 . . . . . . . cents .. 5(d -n) = 40 . . . . . . . . . . . . . . . . . . reversing the coin count changes the total by 5 cents for each unit of difference (d -n), as stated above. .. d -n = 8 . . . . . . . . . . . . . . . . . . . . . . divide the preceding equation by 5 Adding this last equation to the first gives .. 2d = 22 +8 .. d = 30/2 = 15 .. n = 22 -15 = 7 There are 15 dimes and 7 nickels.
in 2 1/6 + -5/6 what you do is you can turn the plus sign into a minus sign and make -5/6 5/6 so now the problem is 2 1/6 - 5/6 and the awnser to that is 1 2/6
Stefan spends $6.50 on supplies for lemonade stand and sells each cup of lemonade for $1.25. What is x, the number of cups of lemonade Stefan must sell to earn a profit of more than $50
