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? asked in Science & MathematicsMathematics · 1 decade ago

somebody plz help with these math problems (FOIL method)?

1.) (d+2)(d+3)

2.) (z+7)(z-4)

3.) (m-8)(m-5)

4.) (2x-5)(x+6)

5.) (7a-4)(2a-5)

6.) (4x+y)(2x-3y)

7.) (7v+3)(v+4)

8.) (7s-8)(3s-2)

9.) (4g+3h)(2g-5h)

10.) (4a+3)(2a-1)

11.) (7y-1)(2y-3)

12.) (2x+3y)(5x+2y)

plz show work. these are due tomaorw and i dont know how to do them.

5 Answers

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  • 1 decade ago
    Favorite Answer

    1) d^2+5d+6

    lol im not doing anymore

  • 1 decade ago

    I'm not going to go through here and do each one

    but just remember that FOIL means

    multiply the first of each of the 2 quantities

    multiply the 2 values on the outside

    multiply the 2 on the inside

    multiply the last of the quantities

    example 12:

    F = 2x * 5x = 10x^2

    O = 2x * 2y = 4xy

    I = 3y * 5x = 15xy (combine the 4xy and 15xy)

    L = 3y * 2y = 6y^2

    10x^2 + 19xy + 6y^2

  • 1 decade ago

    d^2+3d+2d+6 = d^2+5d+6

    above is the answer to number 1. You might be able to see how to do it better if you ignore the numbers for a minute and make each a letter. (A+B)(C+D) then just multiply as follows

    A times C

    A times D

    B times C

    B times D

    put the correct sign in between the answers and youve got it.

  • 1 decade ago

    1.) (d+2)(d+3)

    F: first

    O: outer

    I: inner

    L: last

    Multiply the first variables in each group: d * d = d^2

    Multiply the outer variables: d * 3 = 3d

    Multiply the inner variables: 2 * d = 2d

    Multiply the last variables of each group: 2 * 3 = 6

    d^2 + 2d + 3d + 6

    = d^2 + 5d + 6

    Do the same thing for all of them.

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  • 1 decade ago

    theres not really that much work to show,

    1. d^2+5d+6

    2.z^2+3z-28

    3.m^2-13m+40

    4.2x^2+7x-30

    5.14a^43-a+20

    6.8x^2 -10xy-3y^2

    7.7v^2+31v+12

    8.21s^2-38s+16

    9.8g^2-14gh-15h^2

    10.8a^2+2a-3

    11.14y^2-23y+3

    12.10x^2+19xy+6y^2

    90% sure they are right but you might wanna check the answers. theres no real work invovled either you know it or you dont

    Source(s): my abnormally large pen15
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