Solve for q : {:[-9=q-4.8],[q=◻]:}

Analyze System of Equations: Analyze the given system of equations. We have a system of two equations: 1) -9 = q - 4.8 2) q = ◻ (This is just a placeholder for the solution we need to find.) We need to solve the first equation for q.Solve for q: Solve the first equation for q. To find the value of q, we add 4.8 to both sides of the equation -9 = q - 4.8. q - 4.8 + 4.8 = -9 + 4.8 q = -4.2Check Solution: Check the solution. We substitute q = -4.2 back into the first equation to verify if it satisfies the equation. -9 = (-4.2) - 4.8 -9 = -9 (True) The solution q = -4.2 satisfies the first equation.

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Math Problems

Grade 6

Multiply two decimals: where does the decimal point go?

Full solution

Q. Solve for

q

\newline

\begin{array}{l} -9=q-4.8 \\ q=\square \end{array}

Analyze System of Equations: Analyze the given system of equations. $\newline$ We have a system of two equations: $\newline$ $1$ ) $-9 = q - 4.8$ $\newline$ $2$ ) $q = \square$ (This is just a placeholder for the solution we need to find.) $\newline$ We need to solve the first equation for $q$ .
Solve for q: Solve the first equation for q. $\newline$ To find the value of q, we add $4.8$ to both sides of the equation $-9 = q - 4.8$ . $\newline$ $q - 4.8 + 4.8 = -9 + 4.8$ $\newline$ $q = -4.2$
Check Solution: Check the solution. $\newline$ We substitute $q = -4.2$ back into the first equation to verify if it satisfies the equation. $\newline$ $-9 = (-4.2) - 4.8$ $\newline$ $-9 = -9$ (True) $\newline$ The solution $q = -4.2$ satisfies the first equation.