Distributive Property Calculator

 

Embed or link this publication

Description

The Distributive Property states multiply a sum by multiplying every addend separately and then do the addition of product. Distributive Property Calculator for Constants is an online tool to solve a given expression which have parenthesis. It makes c

Popular Pages


p. 1

distributive property calculator the distributive property states multiply a sum by multiplying every addend separately and then do the addition of product distributive property calculator for constants is an online tool to solve a given expression which have parenthesis it makes calculation easy and fun if any mathematical expression in parenthesis is given then it can easily solve that expression according to distributive property step by step calculations step 1 take the number outside the parentheses and multiply it by each number inside the parentheses one at a time step 2 combine the two products know more about multiplication word problems

[close]

p. 2

example problems simplify 35 4 step 1 here according to problem 3×5 3×4 15 12 step 2 15 12 27 answer 27 simplify -1615 9 step 1 here according to problem 16×15 16×9 -240 144 step 2 -240 144 -384 answer -384 learn more about distributive property worksheets

[close]

p. 3

factor by grouping calculator factor by grouping calculator is an online to find the factors of an equation which is in the form of ax2+bx+c it makes calculation easy and fun if an equation which is in the form of ax2+bx+c is given then it can easily find the factors of that equation step by step calculations step 1 first multiply together and list the factors of independent terms step 2 now find a pair that adds to x coefficient if you cannot find such a pair then the trinomial does not factor step 3 rewrite the middle term as a sum of terms whose coefficients are the chosen pair and factor by grouping example problems factor x2 5x 6.

[close]

p. 4

step 1 the given expression x2 5x 6 can be rewritten as x2 3x 2x 6 step 2 now group x2 with 3x and 2x with 6 and then factor the each group step 3 so it will be x2 3x 2x 6 x × x 3 2 × x 3 x 3×x 2 so x -3 and x -2 answer x -3 and x -2 factors are x 3 x 2 factor x2 -4x -12 step 1 here the given expression x2 -4x -12 can be rewritten as x2 -6x 2x -12 step 2 now group x2 with -6x and 2x with -12 step 3 so it will be x2 -6x 2x -12 x ×x 6 2 × x 6 x 6×x 2 read more about order of operations worksheet

[close]

p. 5

so x 6 and x -2 answer x 6 and x -2 factors are x 6 x 2 .

[close]

p. 6

thank you tutorvista.com

[close]

Comments

no comments yet

YOUBLISHER
About
What Others Say
Sitemap
Impressum

PUBLISHERS
Login
Signup
Tutorials
FAQ
Support

BUSINESS
Overview
Advertising
Support

DEVELOPERS
API

LEGAL
Report a Copyright Violation
Copyright FAQ
Terms of Use
Privacy Policy