What is the following product? Assume d≥0. 3√d*3√d*3√d d d^3 3(3√d) √3d

Question

What is the following product? Assume d≥0. 3√d*3√d*3√d

d
d^3
3(3√d)
√3d

in progress 0
2022-05-15T05:22:33+00:00 2 Answers 0

Answers ( 2 )

  1. Charlie
    0
    2022-05-15T05:23:40+00:00

    we are given

    [tex] sqrt[3]{d} *sqrt[3]{d}*sqrt[3]{d} [/tex]

    we can use property of exponents

    [tex] sqrt[n]{a}*sqrt[n]{b} *sqrt[n]{c}=sqrt[n]{a*b*c} [/tex]

    so, we can write it as

    [tex] sqrt[3]{d} *sqrt[3]{d}*sqrt[3]{d}=sqrt[3]{d*d*d} [/tex]

    [tex] sqrt[3]{d} *sqrt[3]{d}*sqrt[3]{d}=sqrt[3]{d^3} [/tex]

    we can simplify it

    and we get

    [tex] sqrt[3]{d} *sqrt[3]{d}*sqrt[3]{d}=d [/tex]…………….Answer

  2. sheca
    0
    2022-05-15T05:24:15+00:00

    Answer:

    It’s A) d

    Step-by-step explanation:

Leave an answer

Browse
Browse

45:5+15*4 = ? ( )