yes it is so how are you guys doing. im good
To simplify a variable expression by evaluating its numerical part, first identify and calculate any numerical constants or coefficients present in the expression. Combine these numerical values through addition, subtraction, multiplication, or division as appropriate. After simplifying the numerical part, rewrite the expression by maintaining the variable components, resulting in a more concise and easier-to-understand form. For example, in the expression 3x + 5x, the numerical part (3 + 5) simplifies to 8, resulting in 8x.
A numerical expression is ' 2 + 3' A numerical equation is ' 2 + 3 = 5'.
Simplify !
The expression (-8u - 1.68) is not an equation, so it doesn't have a specific numerical answer without a value for (u). If you're looking to simplify or evaluate it, you would need to substitute a value for (u). Otherwise, it remains as is: (-8u - 1.68).
-2( 3m + 9 ) =
imadummy property
It is unknown for right now.
A numerical expression is ' 2 + 3' A numerical equation is ' 2 + 3 = 5'.
To evaluate a variable expression, replace all the variables with numbers and simplify the resulting numerical expression. 3m for m = 9 3(9)=27
Simplify !
The answer to the question is given in the question!If you want to find the value of an algebraic expression, then you need to substitute numerical values for each of the variables in the expression, and then calculate and simplify the result.
The expression (-8u - 1.68) is not an equation, so it doesn't have a specific numerical answer without a value for (u). If you're looking to simplify or evaluate it, you would need to substitute a value for (u). Otherwise, it remains as is: (-8u - 1.68).
After multiplying or dividing two rational expressions it is sometimes possible to simplify the resulting expression.
-2( 3m + 9 ) =
Simplify, possibly!
To solve the expression ( g - (-1.5) \times 2.35 ), first simplify the multiplication: (-1.5 \times 2.35 = -3.525). Then, substitute this back into the expression, resulting in ( g - (-3.525) ), which simplifies to ( g + 3.525 ). Thus, the final result is ( g + 3.525 ).
The expression "75 3X plus 9Y" seems unclear due to the formatting, but if you mean to simplify or evaluate it, it appears to represent the algebraic expression (75 \cdot 3X + 9Y). Simplifying this, you would get (225X + 9Y). If there are specific values for (X) and (Y), you could substitute them in to find a numerical answer.