(X - 23)2
= X2 - 46X + 529
==============Not a solution but an expanded expression.
(X - 23)(X - 23)
------------------------Distribute by FOIL for above quadratic expression.
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to get the answer of this is to change the whole thing to algebra that is Let put an X as unknown squared number X * X + 23 =104 subtract 23 from both sides X * X + 23 - 23 = 104 - 23 X * X = 81 Now find the square root of 81. the square root of 81 is 9. check: 9 * 9 + 23 = 104
The square footage, or area, of a 14' x 23' rectangle would be 322' squared.
If: x+x2 = 110 then x = 10 which is the solution
The perimeter of a square with sides of 23 centimetres is equal to 23 x 4 = 92 centimetres.
√207 = √9 x √23 = 3√23
The square roots of 529 are -23 and +23.
The answer depends on what the problem is!One possible solution is: solve x^2 - 23 = 0
(23/2)2 x2 - 23x = 0 x2 - 23x + (23/2)2 = (23/2)2 (x - 23/2)2 = (23/2)2 x - 23/2 = 23/2 x = 23/2 + 23/2 x = 23 Of course you could come to this solution much more easily by dividing the whole equation by x at the start. There really is no need to complete the square in this case: x2 - 23x = 0 x - 23 = 0 x = 23
to get the answer of this is to change the whole thing to algebra that is Let put an X as unknown squared number X * X + 23 =104 subtract 23 from both sides X * X + 23 - 23 = 104 - 23 X * X = 81 Now find the square root of 81. the square root of 81 is 9. check: 9 * 9 + 23 = 104
23 squared is 23 x 23, which is 529.
23 feet x 12 feet = 23 x 12 = 276 square feet.
The square footage, or area, of a 14' x 23' rectangle would be 322' squared.
Total square feet: 529.0
There are: 23*14 = 322 square feet
187
If: x+x2 = 110 then x = 10 which is the solution
The perimeter of a square with sides of 23 centimetres is equal to 23 x 4 = 92 centimetres.