Answer:
The volume is <u>1539.38</u>
Step-by-step explanation:
Let's assume that the parabola has the following intersections with the x axis:
x1 = p
x2 = q
To find the equation of the parabola, we write the following product of binomials:
(x-p) (x-q) = 0
Where,
p, q: intersections with the x axis.
When developing the product of binomials, we obtain the equation of the parabola.
Answer:
(x-p) (x-q) = 0
W={a, b, c, d}
n(W) =4
No of subsets =2^n=2^4=16
The subsets are
{a, b};
{a, c};
{a, d};
{b, c};
{b, d};
{c, d};
{a};
{b};
{c};
{d};
{a, b, c};
{a, b, d};
{a, c, d};
{b, c, d},
{a, b, c, d};
{0}
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(24y⁵/15x⁸)÷(8y²/4x⁴).
(8y⁵/5x⁸)÷(2y²/x⁴)=8y⁵/5x⁸×x⁴/2y²=4y³/5x⁴
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