How To Solve Using Distributive Property

Apply the distributive property to expand 4 2 a 3 4 2 a 3 to 8 a 12 8 a 12. Using the Basic Distributive Property.

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How to Use Distributive Property to Solve an Equation Method 1 of 4.

How to solve using distributive property. Were asked to rewrite the expression seven times open parenthesis 5 plus 11 close parenthesis as the sum of 35 and another whole number so really what theyre asking us to do is just apply the distributive property we have 7 times the quantity 5 plus 11 now this is easy to calculate you could just say 5 plus 11 is 16 and then 16 times 7 is what thats 70 plus 42 which would be 112 but thats not what theyre. Distributive Property of Multiplication Example Problems In this section we go over three examples of simplifying problems using the distributive property. Distributive property with exponents Expand the equation.

Remember to apply the following rules for sign multiplication when necessary. Subtract 12 12 from both sides to isolate the variable term. Expand using distributive property step-by-step.

You simplify using the Distributive Property by distributing the term in front of the parenthesis by multiplying it by everything on the inside of the parenthesis. The first thing you must do is simplify by using the Distributive Property. We can then combine like terms and solve by equivalent equations when necessary.

4 2 a 3 28 8 a 12 28 4 2 a 3 28 8 a 12 28. Get step-by-step solutions from expert tutors as fast as 15-30 minutes. In this lesson you will learn how to solve multiplication problems by using the distributive property.

For example to find 3 20 the Distributive Property can be used to break apart the factor. Multiply the term outside of the parentheses by each term in the. To solve algebra equations using the distributive property we need to distribute or multiply the number with each term in the expression.

Solve the equation and simplify if needed. After you use the Distributive Property you solve the equations just like any other Two Step Equation. Lets look at a couple of examples to clarify those steps for you.

This first example is a pretty basic equation that involves the distributive property. 8 a 12 28 12 12 8 a 16 8 a 12 28 12 12 _ 8 a 16. A B C AB.

Enter an expression of the form a bc in the input field. The procedure to use the distributive property calculator is as follows. Multiply distribute the first numbers of each set outer numbers of each set inner numbers of each set and the last.

These unique features make Virtual Nerd a viable alternative to private tutoring. Take the sign in front of each term. In that way the brackets are removed.

In this non-linear system users are free to take whatever path through the material best serves their needs. The distributive Property States that when a factor is multiplied by the sumaddition of two terms it is essential to multiply each of the two numbers by the factor and finally perform the addition operation. Youll gain access to interventions extensions task implementation guides and more for this instructional video.

Continue solving the one or two-step equation. Method 2 of 4. Finally the simplification of the given expression will be displayed in a new.

In this lesson students learn that they can use the Distributive Property and draw a corresponding area model as strategies to multiply with greater numbers multiples of 10. Now click the button Submit to get the simplified expression. Virtual Nerds patent-pending tutorial system provides in-context information hints and links to supporting tutorials synchronized with videos each 3 to 7 minutes long.

Distribute a negative number together with its negative sign. When using the distributive property you may be able to simplify some equations into the a x 2 b x c 0 form so that you can use the quadratic equation to solve for x. This property can be stated symbolically as.

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