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In the following 2X2 crossword, each letter must be

Chapter 2, Problem 111P

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QUESTION:

In the following \(2 \times 2\) crossword, each letter must be correct four ways: horizontally, vertically, diagonally, and by itself. When the puzzle is complete, the four spaces will contain the overlapping symbols of 10 elements. Use capital letters for each square. There is only one correct solution.*

                           

Horizontal

1-2: Two-letter symbol for a metal used in ancient times

3-4: Two-letter symbol for a metal that burns in air and is found in Group 5A

Vertical

1-3: Two-letter symbol for a metalloid

2-4: Two-letter symbol for a metal used in U.S. coins

Single Squares

1: A colorful nonmetal

2: A colorless gaseous nonmetal

3: An element that makes fireworks green

4: An element that has medicinal uses

Diagonal

1-4: Two-letter symbol for an element used in electronics

2-3: Two-letter symbol for a metal used with \(\mathrm{Zr}\) to make wires for superconducting magnets    

Questions & Answers

QUESTION:

In the following \(2 \times 2\) crossword, each letter must be correct four ways: horizontally, vertically, diagonally, and by itself. When the puzzle is complete, the four spaces will contain the overlapping symbols of 10 elements. Use capital letters for each square. There is only one correct solution.*

                           

Horizontal

1-2: Two-letter symbol for a metal used in ancient times

3-4: Two-letter symbol for a metal that burns in air and is found in Group 5A

Vertical

1-3: Two-letter symbol for a metalloid

2-4: Two-letter symbol for a metal used in U.S. coins

Single Squares

1: A colorful nonmetal

2: A colorless gaseous nonmetal

3: An element that makes fireworks green

4: An element that has medicinal uses

Diagonal

1-4: Two-letter symbol for an element used in electronics

2-3: Two-letter symbol for a metal used with \(\mathrm{Zr}\) to make wires for superconducting magnets    

ANSWER:

Step 1 of 5

Here we have to solve the given puzzle from the given data.

The given puzzle is,

       

 

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