Question

adding sum and differences of two numbers gives twice the large number. write this in algebra​

Answer 1

Step-by-step explanation:

twice the larger number is 2x, and three times the smaller number 3y, therefore 2x-3y=4. Let's solve the first equation for y. x+y=17, let's subtract x from .

Answer 2

Given - Statement with information to be written in algebraic form

Find - Algebraic form of statement.

Solution - Let us assume the two numbers to be x and y. Further, assuming the greater number to be x.

Now, sum of two numbers will be : (x + y)

Difference of two numbers will be : (x - y)

Represnting this in equation form-

(x + y) + (x - y) = 2x

Therefore, algebra form of given statement is (x + y) + (x - y) = 2x