" Q2Find the values of "a" and "b," if "[[a+4,3h],[8,-0]]=[[2a+2,b^(2)+2],[8,b^(2)-5b]]

Find the values of a and b if A=B , where A=[[a+4,3b],[8,-6]],B=[[2a+2,b^2+2],[8,b^2-5b]]

Find the values of a and b if A=B , where A=[[a+4,3b],[8,-6]],B=[[2a+2,b^2+2],[8,b^2-56]]

Find the values of a a n d b if A=B , where A=[a+4 3b8-6] , B=[2a+2b^2+2 8b^2-56]

Find the values of a\ a n d\ b if A=B , where A=[a+4 3b8-6] , B=[2a+2b^2+2 8b^2-56]

Find values of a and b if A =B where A=[{:(a+4,3b),(8,-6):}],B=[{:(2a+2,b^(2)+2),(8,b^(2)-5b):}] Hints for solution : In given two square matrix if corresponding elements of each raw and column are equal then both matrix are said to be equal matrix.

Find the values of a and b, if A=B,where A=[{:(a+4,3b),(8,-6):}] "and" B=[{:(2a +2,b^(2)+2),(8,b^(2)-5b):}]

Find the value of the expressions, when a= -1" and "b= 3 5a^(2)+4ab^(2)-8a^(2)b .

Find the value of a and b so that 6x^4+8x^3-5x2+ax+b is divisible by 2x^2-5 .

Find the matrices A and B,if 2A-B=[[6,-6,0],[-4,2,1]] and A-2B=[[3,2,8],[-2,1,-7]]

(-8b^(2)+4b-8)+(-2b^(2)-5b-1)