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How to compute mathematical problems involving Multiplying binomial and trinomial

Sagot :

AwesomeHelperidn
To multiply a binomial by another binomial, you should multiply the two terms of the first binomial by the two terms of the second binomial using a method called foil, and then combine like terms to simplify.
Or simply use distributive property to solve it, just like on whole numbers:
(4 + 3) (3 - 4)
4 x 3 = 12
4 x -4 = -16
3 x 3 = 9
3 x -4 = -12
12 -16 +9 -12
-7
Ex.
Solve:
(4x + y)(7x - y)
+4x · +7x = 
+4x · -1y =
+1y · +7x = 
+1y · -1y =

(Find if the product is going to be + or -)

+4x · +7x = +
+4x · -1y = -
+1y · +7x = +
+1y · -1y = -

(Multiply the numerical coefficients by the other)

+4x · +7x = +28
+4x · -1y = -4
+1y · +7x = +7
+1y · -1y = -1

(Add the literal coefficients by the other)

+4x · +7x = +28x²
+4x · -1y = -4xy
+1y · +7x = +7xy
+1y · -1y = -1y²

(Write the equation ----------- form)

28x² - 4xy + 7xy - 1y²

(Simplify by combining like terms)

28x² + 3xy - y² 
is the answer.

Same method is applied on trinomials, and multinomials. 









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