ainakeot6
wala pong nakalagay na given e. example ko lang po yan
irish1789898
first term,out term,inner term,last term
ainakeot6
yan po ang kadugtong ng sagot kanina na 'Foil Method'?
irish1789898
Factoring the Sum and Difference of Two Cubes In algebra class, the teacher would always discuss the topic of sum of two cubes and difference of two cubes side by side. The reason is that they are similar in structure. The key is to “memorize” or remember the patterns involved in the formulas.
irish1789898
Case 1: The polynomial in the form {a^3} + {b^3}a 3 +b 3 Case 1: The polynomial in the form {a^3} + {b^3}a 3 +b 3
irish1789898
Case 1: The polynomial in the form {a^3} + {b^3}a 3 +b 3 is called the sum of two cubes because two cubic terms are being added together. Case 2: The polynomial in the form {a^3} - {b^3}a 3 −b 3 is called the difference of two cubes because two cubic terms are being subtracted. So here are the formulas that summarize how to factor the sum and difference of two cubes. Study them carefully.
Answers & Comments
Answer:
foil
Step-by-step explanation:
method
In algebra class, the teacher would always discuss the topic of sum of two cubes and difference of two cubes side by side. The reason is that they are similar in structure. The key is to “memorize” or remember the patterns involved in the formulas.
3
+b
3
Case 1: The polynomial in the form {a^3} + {b^3}a
3
+b
3
3
+b
3
is called the sum of two cubes because two cubic terms are being added together.
Case 2: The polynomial in the form {a^3} - {b^3}a
3
−b
3
is called the difference of two cubes because two cubic terms are being subtracted.
So here are the formulas that summarize how to factor the sum and difference of two cubes. Study them carefully.