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FOIL Method  Same First Variable>
FOIL Method – Same First Variable 1FOIL Method – Same First Variable 1
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Question 1 of 5
1. Question
Expand and simplify.`(p+6)(p4)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(p)(p)}+\color{#9a00c7}{(p)(4)}+\color{#007DDC}{(6)(p)}+\color{#e65021}{(6)(4)}$$ `=` `p^2+(4p)+6p24` `=` `p^2+(4p+6p)24` Collect like terms `=` `p^2+2p24` `p^2+2p24` 
Question 2 of 5
2. Question
Expand and simplify.`(u7)(u+2)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(u)(u)}+\color{#9a00c7}{(u)(2)}+\color{#007DDC}{(7)(u)}+\color{#e65021}{(7)(2)}$$ `=` `u^2+2u+(7u)14` `=` `u^2+(2u7u)14` Collect like terms `=` `u^25u14` `u^25u14` 
Question 3 of 5
3. Question
Expand and simplify.`(n5)(n6)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(n)(n)}+\color{#9a00c7}{(n)(6)}+\color{#007DDC}{(5)(n)}+\color{#e65021}{(5)(6)}$$ `=` `n^2+(6n)+(5n)+30` `=` `n^2+(6n5n)+30` Collect like terms `=` `n^211n+30` `n^211n+30` 
Question 4 of 5
4. Question
Expand and simplify.`(x1)(x12)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(x)(x)}+\color{#9a00c7}{(x)(12)}+\color{#007DDC}{(1)(x)}+\color{#e65021}{(1)(12)}$$ `=` `x^2+(12x)+(x)+12` `=` `x^2+(12xx)+12` Collect like terms `=` `x^213x+12` `x^213x+12` 
Question 5 of 5
5. Question
Expand and simplify.`(2x+4)(x+2)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(2x)(x)}+\color{#9a00c7}{(2x)(2)}+\color{#007DDC}{(4)(x)}+\color{#e65021}{(4)(2)}$$ `=` `2x^2+4x+4x+8` `=` `2x^2+(4x+4x)+8` Collect like terms `=` `2x^2+8x+8` `2x^2+8x+8`