Which expression is equivalent to 64 x2?
please rewrite the question
can you tell me how to sovle this problem step by step please which expression is equivalent to 64 x2
\[64- x2\]
what expressions are there? Is this a multiple answer question?
this is a regents question
Which expression is equivalent to 64 x2? (1) (8 x)(8 x) (3) (x 8)(x 8) (2) (8 x)(8 x) (4) (x 8)(x 8)
64 - x^2. this is difference of two squares. (a^2 - b^2) = (a+b)(a-b)
so what would the answer be to my question i want to now how u get the answer step by step
what is the square root of 64?
oo okay you have to find a number that mulitplys in to 64 equally
yes.
If you want to know, a difference in squares pattern works when you find the square root of both terms and have two binomials, one with a + and one with a -. (x + 3)(x - 3) = x^2 + 3x - 3x - 9 = x^2 - 9 See how the middle terms cancel out? Your problem is the same, except that the x is the second term.
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