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(11a^2b^2/2c-17x^2y^2/2z) (11a^2b^2/2c+17x^2y^2/2z) using special products
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Isn't that already a special product?
Because it's of the form (s+t)(s-t) it is equal to s^2-t^2. So (121a^4b^4)/4c^2 - (289x^4y^4)/4z^2
not yet
- so if do you like it in this way .... like - for example : (a/b) - (c/d) multiplied with ((x/y)-(t/k)) and if you have thought it that firstly you make the substraction in paranthes and after you make the multiplication - like in this case what will result to you ((ad-bc)/bd) multiplied with ((xk-yt)/yk) -so you have thought it in this way ?
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