Question

Write an expression having only two terms that is equivalent to 2x – 3. Explain how you wrote the expression and how you can check that it is equivalent. QUICKLY!
WILL GIVE BRAINLIST

Answer 1

An equivalent expression would be for example:
 3 ((2/3) x - 1).
 In order to write it, what is done is that the common factor is taken out three of the expression.
 To check which is the same expression, you can multiply three to both terms of the equation:
 3 ((2/3) x - 1) = (3 * (2/3) x - 3 * 1) = ((6/3) x - 3) = (2x - 3).
 answer
 an expression having only two terms that is equivalent to 2x - 3 is
 3 ((2/3) x - 1).

Answer 2

The given expression  $2x-3$ can be re-written as $2(x-\frac{3}{2})$ which has only two terms.

The given expression is $2x-3$.

Take $2$ as common from the given expression as-

$2x-3=2(x-\frac{3}{2})$

So, the given expression  $2x-3$ can be re-written as $2(x-\frac{3}{2})$ which has only two terms.

To express an equation, take a term common from all the terms avaiable in the equation.

Learn more about common terms here:

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