Question

P and Q are two fractions. When twice of P is subtracted from Q we get 1225 If Q is equal to 34, then find the value of P+Q.

Answer 1

Answer:

1,327

Step-by-step explanation:

hope it helps u!!!!!

Answer 2

Given :

P and Q are two fractions.

To find :

The value of P+Q

Step-by-step explanation:

• The value of $P$ and $Q$ can be found by following these steps.
• It is given that twice of $P$ must be subtracted from $Q$.
• The value leads to $1225$.
• Then, the equation will be

        $2P-Q=1225$

• The value of $Q$ is $34$.
• Substitute the value in the given equation.

        $2P-34=1225$

• Take the number to the other side of the equation.

        $2P=1259$

• After taking the number to the other side of the equation,

        $P=\frac{1259}{2}$

• Divide the values

        $P=629.5$

• The given equation is

        $P+Q$

• Now, substitute the value of $P$ and $Q$ in the given equation,

        $629.5+34$

• The sum of the values will be

        $663.5$        

Final answer :

The value of $P+Q$ is $663.5$