simplify the expression 547x54rx30 4r53 b2c33 3k0k3k6h9 b2c3
simplify the expression 54(7x-5/(4rx)-3)0, -(-4r5)3, (b-2/c3)-3, (3k)0k-3/k6h-9, (b2/c-3)3
Solution
1) 54(7x(-5)(4rx)(-3))0
anything to the power 0 is 1 : a^0 =1
So, 54(7x(-5)(4rx)(-3))0 = 54*1 =54
2) -(-4r5)3 = -(-4r^5)^3 = (4^3*r^15)
= (64r^15)
= 64r^15
3) (b-2/c3)-3 = (b^-2/c^3)^-3
= (b^(-2*-3))/c^(3*-3) )
= b^6/c^-9
= b^6c^9
