i^(-71)

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If P=[(lambda,0),(7,1)] and Q=[(4,0),(-7,1)] such that P^(2)=Q , then P^(3) is equal to

If P=[(lambda,0),(7,1)] and Q=[(4,0),(-7,1)] such that P^(2)=Q , then P^(3) is equal to

2^(73)-2^(72)-2^(71) is same as :

Simplify: (-145)+97+(-365)+(-71)+8

Find the square root of the following : (i)sqrt(71)(ii)sqrt(61)

match it {:("a)",""_(58)Ce-""_(71)Lu,"i) Actinoids "),("b)",""_(90) TH-""_(103)Lr,"ii) Lanthanoids "):}

(-71)+(-9) ____ (-81)+(-9)

if A=[{:(3,-2),(7,1):}]and B=[{:(2,3),(-1,4):}], then find (i) A+B (ii) A-2B

Evaluate the following: (i) (sin20^@)/(cos70^@) (ii) (cos19^@)/(sin71^@)

if A=[{:(3,-2),(7,1):}]and B=[{:(2,3),(-1,4):}], then find (i) A+B (ii) A-2B