Distribute to create an equivalent expression with the fewest symbols possible.(6e−3f−4)⋅2
Answers
Answer:
The expression (6e−3f−4)⋅2 is equivalent to 12e - 6f - 8.
Step-by-step explanation:
Equivalent expressions are expressions that have the same value though the expressions look different. These expressions work the same.
In the algebraic expressions, if we take two algebraic expressions the value of these expressions will be the same though they look different.
Given: The expression (6e−3f−4)⋅2
To find: The equivalent expression for the expression (6e−3f−4)⋅2?
To find the equivalent expression for the expression given, let us first multiply each term in the parenthesis
6 x 2 e−3 x 2 f−4 x 2
Simplifying the expression, we get
=> 12e - 6f - 8
Therefore, the expression (6e−3f−4)⋅2 is equivalent to 12e - 6f - 8.
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Answer
The expression (6e−3f−4)⋅2 is equivalent to 12e - 6f - 8.
Step-by-step explanation: