[" (i) "(1)/(4),-1," (ii) "sqrt(2),(1)/(3)," (iii) "0,sqrt(5)],[" olyi "," (iv) "1,1," (v) "-(1)/(4),(1)/(4)," (vi) "4,1],[hline]

Find a quadratic polynomial each with the given numbers as the sum and product of its zeroes respectively.(i) (1)/(4),-1 (ii) sqrt(2),(1)/(3) (iii) 0,sqrt(5)( iv )1,1( v) -(1)/(4),(1)/(4) (vi) 4,1

Find a quadratic polynomial each with the given number as the sum and product of its zeroes re-spectively. i] (1)/(4), -1 ii] sqrt(2), (1)/(3) iii] 0,sqrt(5) iv] 1,1 v] - (1)/(4),(1)/(4) vi] 4,1

Find a quadratic polynomial each with the given numbers as the sum and product of its zeroes respectively.(i) 1/4,-1 (ii) sqrt(2),1/3 (iii) 0,sqrt(5) (iv) 1,1 (v) -1/4 , 1/4 (vi) 4, 1

Verify that each of the following is an AP and then write its next three terms. (i) 0, (1)/(4),(1)/(2),(3)/(4), … " " (ii) 5,(14)/(3),(13)/(3),4, … (iii) sqrt(3),2sqrt(3),3sqrt(3), … " " (iv) a+b,(a+1)+b,(a+1)+(b+1), ... (v) a,2a+1,3a+2,4a+3, …

Verify that each of the following is an AP and then write its next three terms. (i) 0, (1)/(4),(1)/(2),(3)/(4), … " " (ii) 5,(14)/(3),(13)/(3),4, … (iii) sqrt(3),2sqrt(3),3sqrt(3), … " " (iv) a+b,(a+1)+b,(a+1)+(b+1), ... (v) a,2a+1,3a+2,4a+3, …

Calculate the following . Write them as products. i) (1)/(4) of (1)/(2) ii) (1)/(2) of (1)/(4) iii) (1)/(5) of (1)/(3) iv) (1)/(3) of (1)/(5) v) (1)/(6) . of (1)/(3) vi) (1)/(3) of (1)/(6)

Which of the following form of an AP ? Justify Your answer. (i) -1,-1,-1,-1, … (ii) 0, 2, 0, 2, … (iii) 1, 1, 2, 2, 3, 3, … (iv) 11, 22, 33, … (v) (1)/(2),(1)/(3),(1)/(4), … (vi) 2, 2^(2), 2^(3), 2^(4) (vii) sqrt(3),sqrt(12),sqrt(27),sqrt(48), ...

" (i) |[2,5], [6,0]| (ii) |[2,-1],[3,2]| (iii) |[0,4],[5,-1]| (iv) |[(1)/(2),1],[(3)/(4),(1)/(5)]|