8 times a number $p$ is $x$ less than a number $ y $. Express this statement using literal numbers, numbers and sign of basic operations.
Given:
8 times a number $p$ is $x$ less than a number \( y \).
To do:
We have to express the given statement using literal numbers, numbers and sign of basic operations.
Solution:
8 times a number $p=8\times p=8p$.
$x$ less than a number \( y \)$=y-x$
8 times a number $p$ is $x$ less than a number \( y \).
This implies,
$8p=y-x$
Therefore, 8 times a number $p$ is $x$ less than a number \( y \) is $8p=y-x$.
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