MN m and 5 are the terms. 5 is the costant
Dividing all terms by 2 gives: 6x2+7x+2 = (2x+1)(3x+2) when factored
To simplify the expression "d + d + d," you can combine like terms. Since all three terms are the same (d), you can add them together. Adding "d + d + d" is the same as adding 1d + 1d + 1d, which equals 3d. Therefore, the simplified expression is 3d.
5 + 7x + 2x - 3 + 6Collect the 'x'-terms: 7x + 2x = 9xCollect all the number terms: 5 - 3 + 6 = 8So the original expression, after it's cleaned up, is the same as ( 9x + 8 ).
Collect terms. Constants with constants, variables with matching variables. 6 is a constant, and the rest are all x terms. 6 - 2x - 14x 6 + (-2x -14x) 6 + (-16x) 6 - 16x ■
A simplified expression.
'9' is the constant, because '9' u are adding 9 all the time
The given quadratic expression can be factored to: (x+6)(x+5) when all of its terms are divided by 2
Dividing all terms by 2 gives: 6x2+7x+2 = (2x+1)(3x+2) when factored
All you can do to factor that expression is to divide both terms by y: y2 + 4y = y(y + 4)
To simplify the expression "d + d + d," you can combine like terms. Since all three terms are the same (d), you can add them together. Adding "d + d + d" is the same as adding 1d + 1d + 1d, which equals 3d. Therefore, the simplified expression is 3d.
When you have an expression you have to simplify by eliminating all grouping symbols and combining like terms.
5 + 7x + 2x - 3 + 6Collect the 'x'-terms: 7x + 2x = 9xCollect all the number terms: 5 - 3 + 6 = 8So the original expression, after it's cleaned up, is the same as ( 9x + 8 ).
Collect terms. Constants with constants, variables with matching variables. 6 is a constant, and the rest are all x terms. 6 - 2x - 14x 6 + (-2x -14x) 6 + (-16x) 6 - 16x ■
Simplify an Expression
A simplified expression!
A simplified expression.
Simplified expression.