Sample Answer: To verify, a number needs to be substituted for x in both expressions. Use order of operations to simplify and find the value. The value needs to be the same for both expressions to prove equivalence.
12
you test it by giving the letters a value say if X equals 5 and Y equals 7 then you calculate both expressions with that value. If both answers are the same, then the simplified expression is correct, or an equivalent.
That can't be simplified. If you have a value for x, you can calculate the expression. Be sure to put your calculator into the correct mode; the angle can be measured either in radians or degrees. You have to know what measurement is being used, but if the angle is written as "x", radians are commonly used.That can't be simplified. If you have a value for x, you can calculate the expression. Be sure to put your calculator into the correct mode; the angle can be measured either in radians or degrees. You have to know what measurement is being used, but if the angle is written as "x", radians are commonly used.That can't be simplified. If you have a value for x, you can calculate the expression. Be sure to put your calculator into the correct mode; the angle can be measured either in radians or degrees. You have to know what measurement is being used, but if the angle is written as "x", radians are commonly used.That can't be simplified. If you have a value for x, you can calculate the expression. Be sure to put your calculator into the correct mode; the angle can be measured either in radians or degrees. You have to know what measurement is being used, but if the angle is written as "x", radians are commonly used.
d = -1 1/2
The correct is *me neither* .
To simplify the expression (-3(6n - 5) + 3n), first distribute (-3) inside the parentheses: (-3 \cdot 6n + 15 + 3n = -18n + 15 + 3n = -15n + 15). Thus, the simplified expression is (-15n + 15).
The correct spelling for the expression is "ouija."
The correct expression is Repent of.
To work out an expression in math, first identify the operations involved, such as addition, subtraction, multiplication, or division. Follow the order of operations (PEMDAS/BODMAS), which dictates the sequence: parentheses/brackets, exponents/orders, multiplication and division (from left to right), and addition and subtraction (from left to right). Simplify the expression step by step, performing each operation in the correct order. Finally, arrive at the solution or a simplified form of the expression.
Did he ask her is the correct expression.
That is correct.
To check if the factors of an expression are correct, you can multiply the factors together and see if you obtain the original expression. Additionally, you can use the method of substitution by plugging in specific values for the variable to verify if both the original expression and the product of the factors yield the same result. If both methods confirm the original expression, the factors are likely correct.