iam a fraction in simples form i am greater than 4\5 the sum of my terms is 25 what fraction am i
I'll help' all u need to do is ink about which fraction greater than 4/5 and it's sum gives 25 :)
Check by changing them into decimals.
How about 9/16? No, that isn't it. 10/15? No. 11/14? No. 12/13? Yes.
2/4
3/14
69/100
To find the fraction, we need to use algebraic expressions. Let's represent the fraction as "x/y", where x and y are integers with no common factors other than 1.
According to the given information, the fraction is greater than 4/5, so we can write it as x/y > 4/5.
Additionally, the sum of the terms is 25. This means that x + y = 25.
To simplify the problem, we can multiply both sides of the inequality by 5y to get rid of the denominators. This gives us 5xy > 4y.
Now we can simplify the equation further by dividing both sides by y, since y cannot be zero (as it would make the fraction undefined). This gives us 5x > 4.
Finally, we have the system of equations:
x + y = 25
5x > 4
Now, we need to find values of x and y that satisfy both equations simultaneously.
To make this process easier, let's solve the second equation for x: x > 4/5.
Since x has to be an integer, the smallest possible value for x is 1 (since x > 4/5). Substituting this value into the first equation, we get 1 + y = 25, which gives y = 24.
Therefore, the fraction is 1/24.