Answer
The body count in scream, scream-2 and scream-3 are \[6\],\[8\]and \[9\].
Work Step by Step
Consider that the body count in the scream is \[\left( x \right)\].
The total body count is \[33\]in all scream.
The body count in scream is \[x\], in scream-2 is \[\left( x+2 \right)\]and in scream-3 is \[\left( x+3 \right)\]and it is provided that the body count in scream-4 is \[10\].
\[\text{scream}+\text{scream-2}+\text{scream-3}+\text{scream-4}=33\]
Now, substitute the values,
\[\begin{align}
& x+\left( x+2 \right)+\left( x+3 \right)+10=33 \\
& 3x+15=33 \\
& 3x=18 \\
& x=6 \\
\end{align}\]
Since, the value of\[x\]is \[6\].
Therefore, the body count in scream is \[6\].
Now, find the body count in the scream-2 and scream-3 by substituting the value of \[\left( x \right)\].
The body count in scream-2 is \[8\]and the body count in the scream-3 is \[9\].
Hence, the body count in scream, scream-2 and scream-3 are \[6\],\[8\]and \[9\].
