The expression "8x 1" seems to be missing an operator. If interpreted as "8x + 1," it is equivalent to adding 1 to eight times x. Alternatively, if it means "8x - 1," it represents subtracting 1 from eight times x. Please clarify if you meant a different expression.
Expressions equivalent to (8x) include any expression that can be simplified or factored to result in (8x). Examples include (2(4x)), (16(x/2)), and (4(2x)). Any expression that maintains the same value as (8x) when simplified is also considered equivalent, such as ((8/1)x).
The expression "1".
It means to replace an expression by another one that is equivalent, but simpler. For example: 3x + 5x can be written as: 8x because of the distributive property.
To multiply the expressions ((8x + 11)(12x - 1)), use the distributive property (also known as the FOIL method for binomials). First, multiply the first terms: (8x \cdot 12x = 96x^2). Next, multiply the outer terms: (8x \cdot -1 = -8x). Then, multiply the inner terms: (11 \cdot 12x = 132x). Finally, multiply the last terms: (11 \cdot -1 = -11). Combining these results, we get: [96x^2 + 124x - 11.]
12
Oh, what a happy little question! 8x plus 16 is like a beautiful tree with many branches. Some expressions that are equivalent to 8x plus 16 include 2(4x + 8), 4(2x + 4), 16 + 8x, and 8(x + 2). Just like painting a lovely landscape, there are many ways to represent the same mathematical idea.
20
8x + 16 = 2(4x + 8) = 4(2x + 4) = 8(x + 2) = 16((1/2)x + 1) = -8(-x - 2)
The expression "1".
x*8 is equal to 8x.
It means to replace an expression by another one that is equivalent, but simpler. For example: 3x + 5x can be written as: 8x because of the distributive property.
x^2 +8x -9 is equivalent to (x+9)(x-1) when factored
It depends on what it is meant to be equivalent to!
To multiply the expressions ((8x + 11)(12x - 1)), use the distributive property (also known as the FOIL method for binomials). First, multiply the first terms: (8x \cdot 12x = 96x^2). Next, multiply the outer terms: (8x \cdot -1 = -8x). Then, multiply the inner terms: (11 \cdot 12x = 132x). Finally, multiply the last terms: (11 \cdot -1 = -11). Combining these results, we get: [96x^2 + 124x - 11.]
Equivalent expressions.
the answer is a(n) equationequationWhen two expressions are equivalent they can form an equation.
4x