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Mathematics, 14.10.2019 14:10 katie673
Astudent is asked to calculate the value of 212 β 132 using the identity x2 β y2 = (x β y)(x + y). the student's steps are shown below. step 1: 212 β 132 = (a β b)(a + b) step 2: = (c)(d) step 3: = (8)(30) + 8(4) step 4: = 240 + 32 step 5: = 272 what are the values of a, b, c, and d?
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Astudent is asked to calculate the value of 212 β 132 using the identity x2 β y2 = (x β y)(x + y). t...
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