If the common zero of 3x²-px+2 and 4x²- qx- 10 is 2 , than find the value of 2p -3q.​

If the common zero of 3x²-px+2 and 4x²- qx- 10 is 2 , than find the value of 2p -3q.​

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Caroline

1 thought on “If the common zero of 3x²-px+2 and 4x²- qx- 10 is 2 , than find the value of 2p -3q.​”

  1. Answer:

    5

    Step-by-step explanation:

    when x = 2 both the equations will be equated to zero.

    3x²-px+2

    => 3(2)²-p(2)+2 = 0

    => 12 – 2p + 2 = 0

    => 14 – 2p = 0

    => 14 = 2p

    => p = 7

    4x²-qx-10

    => 4(2)²-q(2)-10 = 0

    => 16-2q-10 = 0

    => 6-2q = 0

    => 6=2q

    => q = 3

    2p – 3q => 2(7)-3(3) = 14-9 = 5

    therefore ur answer 5.

    thank you

    pls mark as brainly

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