Question

Use parallelogram ABCD. What are the values of x and y?

a. 4y-3
b. y = 38-9
c. 42
d. 37

Answer 1

The expression for the value of
`\( y \) is \( y = 38-9 \)`. No expression or equation is provided for the value of
`\( x \)` in the options (a, b, c, d).

Step-by-step explanation:

The question mentions using parallelogram ABCD, but it doesn't provide specific information about the angles, sides, or relationships within the parallelogram. Therefore, without additional details or a diagram, we cannot determine the values of
`\( x \)` and
`\( y \)` in terms of specific expressions or numbers.

The options (a, b, c, d) present various expressions for
`\( y \)`, and after evaluating them, we find that the correct expression is
`\( y = 38-9 \).` However, none of the options provide information about the value of
`\( x \).` It's crucial to note that
`\( x \)`might not be explicitly expressed in the given options or could be extraneous to the information provided.

In conclusion, while we can determine an expression for
`\( y \)` from the options, the lack of information about
`\( x \)`prevents us from providing a specific expression or value for
`\( x \)` based on the given options. It's essential to have complete information about the parallelogram or additional details to determine the values of
`\( x \) and \( y \)` accurately.