Ratio Simplifier Free online Calculator that shows all the work for simplifying 2, 3 or more ratios! Type up to 15 numbers in the text boxes below then hit 'calculate'. Ratio Calculator If you want to know the ratio of something compared to the total value you can always look up to Ratio Calculator over here. Just enter the inputs in the input provision and tap on the calculate button to get the result immediately.
The relationship between two numbers is said to be ratio. It can be expressed as a to b (or) a/b (or) a : b. Perform the basic arithmetic operations (addition, subtraction, multiplication and division) using this ratio calculator. A ratio of 1 : 2 means that the second part is twice as large as first one. Similarly, 1 : 4 means second part is four times large as first part.
Addition, Subtraction, Multiplication, Division of Ratios
The relationship between two numbers is said to be ratio. It can be expressed as a to b (or) a/b (or) a : b. Perform the basic arithmetic operations (addition, subtraction, multiplication and division) using this ratio calculator. Winner gps tracker. A ratio of 1 : 2 means that the second part is twice as large as first one. Similarly, 1 : 4 means second part is four times large as first part.
Formula:
Addition: Ca = (a1/b1) + (a2/b2) = ((a1*b2) + (a2*b1)) / (b1 * b2)Subtraction:Cs = (a1/b1) - (a2/b2) = ((a1*b2) - (a2*b1)) / (b1 * b2)Multiplication:Cm = (a1/b1) * (a2/b2) = ((a1*a2) / (b1*b2))Division:Cd = (a1/b1) / (a2/b2) = ((a1*b2) / (b1*a2))Where,Ca = Ratio AdditionCs = Ratio SubtractionCm = Ratio MultiplicationCd = Ratio Divisiona1, a2 = Numerator Inputb1, b2 = Denominator InputExample
Ratios Addition
The process of adding two (or) more ratios is called as ratio addition.
Add the ratios 1 : 2, 3 : 4,
Ca = (a1/b1) + (a2/b2)
Ca = ((a1*b2) + (a2*b1)) / (b1 * b2)
Ca = ((1*4) + (3*2)) / (2 * 4)
By adding the two ratios, you will get 10 : 8 which is equal to 1.25
Ratios Subtraction
The process of subtracting two (or) more ratios is called as ratio subtraction.
Subtract the ratios 1 : 2, 3 : 4,
Cs = (a1/b1) - (a2/b2)
Cs = ((a1*b2) - (a2*b1)) / (b1 * b2)
Cs = ((1*4) - (3*2)) / (2 * 4)
By subtracting the three ratios, you will get -2 : 8 which is equal to -0.25
Ratios Multiplication
The process of multiplying one ratio with the another ratio is called as ratio multiplication.
Multiply the ratios 10 : 20, 30 : 40 ,
Cm = (a1/b1) * (a2/b2)
Cm = ((a1*a2) / (b1*b2))
Cm = ((10*30) / (20*40))
By multiplying the two ratios, you will get 300 : 800 which is equal to 0.375
Ratios Division
The process of dividing two ratios is called as ratio division.
Divide the ratios 1 : 3, 5 : 4 ,
Cd = (a1/b1) / (a2/b2)
Cd = ((a1*b2) / (b1*a2))
Cm = ((1*4) / (3*5))
By dividing the two ratios, you will get 4 : 15 which is equal to 0.2667