Exercise 14B
Question 1
1. Subtract:
(i) 3x from 5x
(ii) −9xyz from 7xyz
(iii) −7a from −3a
(iv) 4b2 from −6b2
(v) −23p3 from 13p3
(vi) 3(a−b−c) from −4(a−b−c)
2. Subtract:
(i) −5x2y from 9x2y
(ii) −9y2 from 3x2
(iii) 3m−8n+5p from 7m+5n−3p
3. Subtract as indicated.
(i) (x2)−(−x)2
(ii) (−8a2b)−(−8a2b)
(iii) (4p+q)−(p−q)
(iv) (7−x+x2)−(x2+6−3x)
4.Subtract the following.
(i) 6x+8y2x+6y
(ii) p−3q4p−5q
(iii) \begin{array}{r} a^{2}+b^{2}\\2 a^{2}-3 b^{2}\\ \hline
(iv) 8x2+xy−4y23x2−3xy+y2
5.Take away:
(i) 4x2y−8 from 7x2y−3
(ii) 2y2+yz−2z2 from 9y2−3z2
6. Subtract:
(i) x2−3xy+y2 from 4xy−3x2−2y2
(ii) 1−p+p2 from p2+p−1
Multiple Choice Question (MCQ)
Tick (✔) the correct option.
7.What should be added to 4c2−3b2+1 to get a2+b2+c2 ?
(a) −a2−4b2+3c2+1
(b) a2+4b2−3c2−1
(c) −a2−4b2−3c2−1
(d) a2−4b2+3c2−1
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