If you want to find x percent of a number y then you need to calculate y*(x/100). It makes no difference whether y is a whole number or not.
If the mixed number is x y/z then the numerator is (x*z + y)
Because this question has more than one variable( x and y) the solution is impossible to find (a number). To make it easier to find x or y, x = a - y + 3 y = 3 - x - a where a = y - x + 3
x=number 1, y=number 2 {x-y=20} {x+y=48} x=y+20 y+20+y=48 2y=28 [y=14] x=14+20 [x=34]
If y = ln x, then ey = x, so antiloge y is simply ey.
Math.max(x,y)
If you want to find x percent of a number y then you need to calculate y*(x/100). It makes no difference whether y is a whole number or not.
If the mixed number is x y/z then the numerator is (x*z + y)
Because this question has more than one variable( x and y) the solution is impossible to find (a number). To make it easier to find x or y, x = a - y + 3 y = 3 - x - a where a = y - x + 3
{x, y} = {3, 5}.
x=number 1, y=number 2 {x-y=20} {x+y=48} x=y+20 y+20+y=48 2y=28 [y=14] x=14+20 [x=34]
Real numbers have several properties, not just one. For example: one of its properties is that it they are dense - which means, more or less, that you can find a number that is arbitrarily close to any given number.
The way you find modulus of a number on a scientific calculator depends on the model of calculator. On the TI-86, you use mod (x,y) or x mod y to find modulus.
If X and Y are the first two numbers, then the third must be = 67 - (X+Y)
If y = ln x, then ey = x, so antiloge y is simply ey.
Let the first number be x and the second number be y. From the given information, we can form the following equations: x + y = -42 x - y = 52 By solving these two equations simultaneously, we can find the values of x and y. Solving the equations gives x = 5 and y = -47.
If the mixed number is x y/z then the improper fraction is (xz + y)/z