18x24 6x22 5Solution18x24 6x22 5 we use PEDMAS first we
18x2+4 - [ 6(x2-2) +5]
Solution
18x2+4 - [ 6(x2-2) +5]
we use PEDMAS
first we have to perform operation inside Parentheses \"( )\"
after that we go for exponents (power and squareroots)
then Divison and multiplication from left to right
last we gor for Addition and subtraction from left to right
we follow this rule to solve our problem
18x2+4 - [ 6(x2-2) +5]
first we will operate inside Parentheses
18x^2 + 4 - [ 6x2 - 12 + 5] we have distributed \"6\" over the bracket (x^2 - 2) . so we multiply 6 inside the bracket terms
18x^2 + 4 - [ 6x2 - 7 ] // -12 +5 = -7
18x2 + 4 - 6x2 + 7 // whenever there is a negative sign before a bracket we reverse the sign of the terms inside the bracket.
12x2 + 11
answer
![18x2+4 - [ 6(x2-2) +5]Solution18x2+4 - [ 6(x2-2) +5] we use PEDMAS first we have to perform operation inside Parentheses \ 18x2+4 - [ 6(x2-2) +5]Solution18x2+4 - [ 6(x2-2) +5] we use PEDMAS first we have to perform operation inside Parentheses \](/WebImages/7/18x24-6x22-5solution18x24-6x22-5-we-use-pedmas-first-we-992101-1761510255-0.webp)