QUESTION IMAGE
Question
friday!
find the word friday
- write all four three english words out of the letters below.
(the green grid has letters: j, g, e; o, s, z; a, m, t. example: mast)
To find three - letter English words from the 3x3 grid of letters (j, g, e; o, s, z; a, m, t), we check all possible combinations of three letters (one from each row or column, or adjacent in some pattern, but here we can consider combinations by taking one letter from each row and column or other valid letter - picking methods). Let's list the possible three - letter combinations:
- From the first column (j, o, a), second column (g, s, m), third column (e, z, t):
- joe: j (row 1, col 1), o (row 2, col 1), e (row 1, col 3)? Wait, no, better to take one from each row. Let's take row 1: j, g, e; row 2: o, s, z; row 3: a, m, t.
- jag: j (row1, col1), a (row3, col1), g (row1, col2)? No, maybe row - wise or column - wise. Wait, the example is MAST (but MAST is 4 letters, maybe a typo). Wait, for three - letter words:
- joe: j (row1, col1), o (row2, col1), e (row1, col3) – no, o is row2, col1, j is row1, col1, e is row1, col3. But actually, to form a three - letter word, we can take one letter from each row. Let's take row 1: j, row 2: o, row 3: e? No, e is row1, col3. Wait, correct way: the grid has letters:
Row 1: j, g, e
Row 2: o, s, z
Row 3: a, m, t
Possible three - letter words:
- jag: j (row1, col1), a (row3, col1), g (row1, col2) – no, a is row3, col1, j is row1, col1, g is row1, col2. Not a valid three - letter word structure. Wait, maybe column - wise. Column 1: j, o, a; Column 2: g, s, m; Column 3: e, z, t.
So combinations from columns:
- joe: j (col1, row1), o (col1, row2), e (col3, row1) – no. Wait, another approach: check all permutations of three distinct letters from the grid. The letters are j, g, e, o, s, z, a, m, t.
Valid three - letter English words:
- joe: j, o, e (j from row1, col1; o from row2, col1; e from row1, col3)
- jam: j (row1, col1), a (row3, col1), m (row3, col2)
- jot: j (row1, col1), o (row2, col1), t (row3, col3)
- gem: g (row1, col2), e (row1, col3), m (row3, col2)
- got: g (row1, col2), o (row2, col1), t (row3, col3)
- gas: g (row1, col2), a (row3, col1), s (row2, col2)
- oar: o (row2, col1), a (row3, col1), r – no, r is not in the grid.
- oat: o (row2, col1), a (row3, col1), t (row3, col3)
- ost: o (row2, col1), s (row2, col2), t (row3, col3)
- oz t: o (row2, col1), z (row2, col3), t (row3, col3) – ozt is not a word.
- sat: s (row2, col2), a (row3, col1), t (row3, col3)
- sam: s (row2, col2), a (row3, col1), m (row3, col2)
- sea: s (row2, col2), e (row1, col3), a (row3, col1)
- set: s (row2, col2), e (row1, col3), t (row3, col3)
- mat: m (row3, col2), a (row3, col1), t (row3, col3)
- met: m (row3, col2), e (row1, col3), t (row3, col3)
- moz: m (row3, col2), o (row2, col1), z (row2, col3)
- jet: j (row1, col1), e (row1, col3), t (row3, col3)
- jog: j (row1, col1), o (row2, col1), g (row1, col2)
- jom: j (row1, col1), o (row2, col1), m (row3, col2)
- jos: j (row1, col1), o (row2, col1), s (row2, col2)
- jza: j (row1, col1), z (row2, col3), a (row3, col1) – not a word.
- jzt: j (row1, col1), z (row2, col3), t (row3, col3) – not a word.
- jmt: j (row1, col1), m (row3, col2), t (row3, col3) – not a word.
- g o a: g (row1, col2), o (row2, col1), a (row3, col1) – goa (a valid three - letter word, meaning a type of Indian goat or a state in India)
- g s a: g (row1, col2), s (row2, col2), a (row3, col1) – gsa (not a common word)
- g z a: g (row1, col2), z (row2, col3), a (row3, col1) – gza (not a word)
- g o m: g (row1, col2), o (row2, col1), m (row3, col2) – gom (a type of rubber or a suffix)
- g s m: g (row1, col2), s (row2, col2), m (row3, col2) – gsm (Global System for Mobile Communications)
- g…
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Some possible three - letter words are: got, joe, goa, jog (you can choose one, for example, got)