Question

b) determine the coordinate of each letter in the grid.
m = ____ d = ____
q = ____ a = ____
w = ____ n = ____
s = ____ p = ____
t = ____ r = ____
z = ____ x = ____

Explanation:

Step1: Recall Coordinate System

In a coordinate grid, a point's coordinate is \((x, y)\), where \(x\) is the horizontal (left/right) value and \(y\) is the vertical (up/down) value. Positive \(x\) is right, negative \(x\) is left; positive \(y\) is up, negative \(y\) is down.

Step2: Find M's Coordinate

Locate \(M\) on the grid. Move horizontally to the \(x\)-axis: \(x = 4\), vertically to \(y\)-axis: \(y = 4\). So \(M=(4, 4)\).

Step3: Find D's Coordinate

Locate \(D\). Horizontal: \(x = 1\), vertical: \(y = 2\). So \(D=(1, 2)\).

Step4: Find Q's Coordinate

Locate \(Q\). Horizontal: \(x = -3\), vertical: \(y = -3\). So \(Q=(-3, -3)\).

Step5: Find A's Coordinate

Locate \(A\). Horizontal: \(x = -2\), vertical: \(y = 6\). So \(A=(-2, 6)\).

Step6: Find W's Coordinate

Locate \(W\). Horizontal: \(x = 2\), vertical: \(y = -3\). So \(W=(2, -3)\).

Step7: Find N's Coordinate

Locate \(N\). Horizontal: \(x = 7\), vertical: \(y = 3\). So \(N=(7, 3)\).

Step8: Find S's Coordinate

Locate \(S\). Horizontal: \(x = -4\), vertical: \(y = 1\). So \(S=(-4, 1)\).

Step9: Find P's Coordinate

Locate \(P\). Horizontal: \(x = 4\), vertical: \(y = -4\). So \(P=(4, -4)\).

Step10: Find T's Coordinate

Locate \(T\). Horizontal: \(x = -6\), vertical: \(y = -6\). So \(T=(-6, -6)\).

Step11: Find R's Coordinate

Locate \(R\). Horizontal: \(x = -1\), vertical: \(y = -2\). So \(R=(-1, -2)\).

Step12: Find Z's Coordinate

Locate \(Z\). Horizontal: \(x = 6\), vertical: \(y = -6\). So \(Z=(6, -6)\).

Step13: Find X's Coordinate

Locate \(X\). Horizontal: \(x = -1\), vertical: \(y = 5\). So \(X=(-1, 5)\).

Answer:

\( M = (4, 4) \)
\( D = (1, 2) \)
\( Q = (-3, -3) \)
\( A = (-2, 6) \)
\( W = (2, -3) \)
\( N = (7, 3) \)
\( S = (-4, 1) \)
\( P = (4, -4) \)
\( T = (-6, -6) \)
\( R = (-1, -2) \)
\( Z = (6, -6) \)
\( X = (-1, 5) \)