Write the quadrants for the following point
(i) A (3, 4) (ii) B (– 2, 3)
(iii) C (– 5,– 2) (iv) D (4, – 3)
(v) E (– 5,– 5)

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Solution

(ii) Here both co-ordinates are positive therefore point A lies in I^st quadrant.
(ii) Here x is negative and y is positive therefore point B lies in II^nd quadrant.
(iii) Here both co-ordinates are negative therefore point C lies in III^rd quadrant.
(iv) Here x is positive and y is negative therefore point D lies in IV^th quadrant.
(v) Here both co-ordinates are negative therefore point E lies in III^rd quadrant.

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Match the following:

$\begin{matrix} C o m p o u n d s & C o o r d i n a t i o n (A : B) (1) Z n S & (i) 8 : 8 (2) C s C l & (i i) 6 : 6 (3) N a C l & (i i i) 4 : 4 (4) N a_{2} O & (i v) 8 : 4 (5) C a F_{2} & (v) 4 : 8 \end{matrix}$

Q. The points A(2, −2), B(3, −3), C(4, −4) and D(5, −5) all lie in
(a) quadrant II
(b) quadrant III
(c) quadrant IV
(d) different quadrants

Q. For each of the following points, write the quadrant in which it lies
(i) (–6, 3)
(ii) (–5, –3)
(iii) (11, 6)
(iv) (1, –4)
(v) (–7, –4)
(vi) (4, –1)
(vii) (–3, 8)
(viii) (3, –8)

Q. Points (2, –2), (3, –3), (4, –5), (–3, –4)
(a) lie in II quadrant
(b) lie in III quadrant
(c) lie in IV quadrant
(d) do not lie in the same quadrant

Q. Express the following as a pure surd.
(i)

5 \sqrt{6}

(ii)

x \sqrt{x + y}

(iii)

2 \sqrt[3]{4}

(iv)

3 \sqrt[4]{5}

(v)

a \sqrt[3]{b^{2}}

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Write the quadrants for the following point (i) A (3, 4) (ii) B (– 2, 3) (iii) C (– 5,– 2) (iv) D (4, – 3) (v) E (– 5,– 5)

Write the quadrants for the following point
(i) A (3, 4) (ii) B (– 2, 3)
(iii) C (– 5,– 2) (iv) D (4, – 3)
(v) E (– 5,– 5)