F4 02 Quadratic Expressions And
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F4 02 Quadratic Expressions And F4 02 Quadratic Expressions And Document Transcript

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  • ppr maths nbk CHAPTER 2 : QUADRATIC EXPRESSIONS AND EQUATIONS EXERCISE 2 Expand : 1.(2p – q)2 – p(p – q) Answer :……………. 2. (p – q)2 – (p2 – q2) Answer :……………. 3. (3f + g)(2f – g) – g2 Answer :……………. 4. (6h + k)(k – 3h) + (h2 – k2) Answer :……………. 5. 2x(x – 1) + (2x + 1)2 Answer :……………. 2 6. p( p – 4q ) – ( 2p – q ) Answer :……………. 7. ( x – 5 )2 – ( x + 3 )2 Answer :……………. 2 8. ( 3x – 1 ) – 5( x + 1 ) Answer :……………. 9. ( a + 4 )2 – 64a Answer :……………. 10. ( k – 2m )2 – ( m2 – 4k2 ) Answer :……………. 6
  • ppr maths nbk CHAPTER 2 : QUADRATIC EXPRESSIONS AND EQUATIONS DIAGNOSTIC TEST 1. (2p + q) ( q – 2p) = A. 4p2 – q2 B. q2 – 4p2 C. 4p2 – 4pq – q2 D. 4p2 – 4pq + q2 2. (3m –n) (2m – n) = A. 6m2 – mn + n2 B. 6m2 – 7mn – n2 C. 6m2 – 7mn + n2 D. 6m2 – 5mn + n2 3. (x + 5y)2 – 5xy = A. x2 + 25y2 B. x2 + 5xy + 25y2 C. x2 – 5xy + 25y2 D. x2 – 10xy + 25y2 4. (x + y)2 + (x2– y2) = A. 2x2 + 2xy B. 2x2 – 2xy C. 2x2 + 2xy – 2y2 D. 2x2 – 2xy + 2y2 5. ( 3h – 5 )( 2h + 4 ) = A 6h2 + 2h + 20 B 6h2 + 2h – 20 C 6h2 +12h – 20 D 6h2 –10h + 20 6. m( m – 2 ) – 2m( m + 3 ) = A –m2 – 8m B m2 + 8m C -m2 + 4m D m2 – 6m 7
  • ppr maths nbk 7. ( 3p – m )( p – 4m ) = A 3p2 + 4m2 B 3p2 + 11mp – 4m2 C 3p2 – 13mp – 4m2 D 3p2 + 12mp + 4m2 8. ( p + q )2 – ( 2p2 – q2 ) = A – p2 + 2q2 B – p2 + 2pq C – p2 D – p2 + 2pq + 2q2 9. ( f – 2 )( f + 1 ) + ( 2f – 3 ) = A f2 – 2f B f2 + f – 1 C f2 + f – 5 D f2 – 5 10. 3x( x – 2y ) – ( 2x – y )2 = A 3x2 + 10x + y2 B – x2 – 2xy – y2 C – x2 –10xy – y2 D – x2 + 2xy + y2 8
  • ppr maths nbk CHAPTER 2 : QUADRATIC EXPRESSIONS AND EQUATIONS EXERCISE 1 1. Factorise completely p2 - 2p 2. Factorise completely 4 x2 – 81 3. Factorise completely r2 – 4r – 12. 4. Solve the quadratic equation k( k – 12 ) + 20 = 0 5. Express the area of the triangle in terms of x. (4x+1)cm 6x cm 9
  • ppr maths nbk CHAPTER 2 : QUADRATIC EXPRESSIONS AND EQUATIONS EXERCISE 2 1. Solve the quadratic equation 3b ( 2b + 1 ) = 4 – 2b 2. Factorise completely 6 – 17 x - 14 x2 2w 2 − 3 3. Solve the equation =1 5w (m + 2) 4. Solve the value of m for (m + 2) = m−3 5. Johan is 3 years older than his sister Aishah and the product of their age is 18. Find the age of Johan. 10
  • ppr maths nbk CHAPTER 2 : QUADRATIC EXPRESSIONS AND EQUATIONS DIAGNOSTIC TEST y 1. Solve the equation y2 − =0 3 y2 y 1 2. Solve the quadratic equation = + 2 6 3 2y2 − 3 1 3. Solve the equation = 3y 3 11x − x 2 4. Solve the quadratic equation = x2 + 5 2 2x cm 5. The diagram shows a right-angled triangle ABC. A C (a) Form an equation in terms of x using Teorem Phytogoras and show that 9cm x2 – 6x = 0. (x + 9) cm (b) Hence, find the length of AC. 11