Equations: Cross Multiplication Video 112 on www corbettmaths com Question 1: Solve each equation below (a) (b) (c) (d) (e) (f) (g) (h)
Look at the fractions being compared below To determine which is the greater fraction, we can cross-multiply When we cross-multiply these fractions,
Cross Multiplication When making pesticide applications, Then, cross multiply the two terms that are diagonal to each other: (2 x 5) = (N X 1)
Cross-Multiplication Method So far, you have learnt how to solve a pair of linear equations in two variables by graphical,
Cross multiplication is a mechanical procedure that students have been taught in the past to identify equivalent fractions or find the unknown in a proportional
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Cross Multiplication Method Cross Multiplication Method is another useful method of solving a linear pair of linear equations
Procedure In practice, the method of cross-multiplying means that we multiply the numerator Another justification of cross-multiplication is as follows
Steps to Solve Equations with Cross-Multiplication 1 Put around any numerator or denominator that has more than one ______ 2 Rewrite equation using