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Simplifying Expressions by Combining Like Terms | Math with Mr. J YouTube Start of suggested clip End of suggested clip Terms Plus another 2y now we can combine like terms. So we have 7x minus 4X or you can think of thisMoreTerms Plus another 2y now we can combine like terms. So we have 7x minus 4X or you can think of this as 7x being combined with negative 4X however you want to think about it 7. Minus 4 is 3.

How to Simplify an Expression: A Beginner's Guide | Math with Mr. J YouTube Start of suggested clip End of suggested clip Plus 4y and that's our simplified expression. We went from four total terms to two total terms byMorePlus 4y and that's our simplified expression. We went from four total terms to two total terms by combining like terms 3x plus 4y is equivalent to the original expression.

How to Simplify an Expression: A Beginner's Guide | Math with Mr. J YouTube Start of suggested clip End of suggested clip So we have ten plus three plus one ten plus three is thirteen. Plus one is fourteen. So we get 8yMoreSo we have ten plus three plus one ten plus three is thirteen. Plus one is fourteen. So we get 8y squared plus 14y. And that's the simplified expression.

Combining Equations - YouTube YouTube Start of suggested clip End of suggested clip This minus 8x minus y. And on the right i'm subtracting the same thing. But this is equal to 6. So iMoreThis minus 8x minus y. And on the right i'm subtracting the same thing. But this is equal to 6. So i'm subtracting 6 on the right. Side.

A common technique for simplifying algebraic expressions. When combining like terms, such as 2x and 3x, we add their coefficients. For example, 2x + 3x = (2+3)x = 5x.

When we simplify an expression we operate in the following order: Simplify the expressions inside parentheses, brackets, braces and fractions bars. Evaluate all powers. Do all multiplications and division from left to right. Do all addition and subtractions from left to right.

How to simplify expressions. To simplify expressions first expand any brackets, next multiply or divide any terms and use the laws of indices if necessary, then collect like terms by adding or subtracting and finally rewrite the expression.