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4/5 times 9/2
Yes, you can simplify the expression ( \frac{16 \times 15}{30} ). First, calculate the numerator: ( 16 \times 15 = 240 ). Then, divide by 30: ( \frac{240}{30} = 8 ). So, the simplified result is 8.
There seems to be something missing in the question. But, as it stands, the expression is 10*g/h
"N over four" typically refers to the mathematical expression ( \frac{n}{4} ), which means dividing the variable ( n ) by 4. This expression can represent a quarter of the value of ( n ). If ( n ) is defined as a specific number, you can compute ( \frac{n}{4} ) to find that quarter's value.
The expression "-8z over 3" can be written as (-\frac{8z}{3}). This represents the value of (-8z) divided by 3. If you need a specific numerical answer, you would need a value for (z).
4/5 times 9/2
1/4
You don't "solve" an expression. You can solve an equation; an expression can be simplified or otherwise manipulated, and if you know the value of "x" (in this case), you can evaluate its value.
Write an algebraic expression for the verbal expression. q squared minus 2 times q
Yes, you can simplify the expression ( \frac{16 \times 15}{30} ). First, calculate the numerator: ( 16 \times 15 = 240 ). Then, divide by 30: ( \frac{240}{30} = 8 ). So, the simplified result is 8.
There seems to be something missing in the question. But, as it stands, the expression is 10*g/h
5/x4
To calculate the acid dissociation constant (Ka) from the original equation, you can use the equilibrium expression that represents the dissociation of the acid and the concentrations of the products and reactants at equilibrium. Ka is equal to the concentration of the products divided by the concentration of the reactants at equilibrium. This value can provide information about the strength of the acid.
The expression "-8z over 3" can be written as (-\frac{8z}{3}). This represents the value of (-8z) divided by 3. If you need a specific numerical answer, you would need a value for (z).
4/9 * 3/14 = 2/21
The expression 8 times 2 over 5 can be simplified to 16 over 5, which is already in the form of a fraction.
How can we know? You do not list the expressions "below". At a guess, if one of them is 0.8333(recurring) then it is that one.