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find the coordinattes of points A,B,C, and D.
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what is the perimeter of triangleABC if the coordinattes of A,B and C are (3,7), (7,3) and (-2,5) respectively
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Add the distances between the three pairs of points: AB = sqrt[(-4)^2 + 4^2] = 5.657 AC = sqrt[5^2 +
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(08.02)The scores of several classmates on a science test are shown below:
85 points 91 points 76 points 80 points 83 points 89
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75 76 80 85 84 ___ 85 89 91 04 94 so which answer is halfway between 84 and 85 ?
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For the points (6, - 1) and (8, - 9),
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(a) To find the distance between the points (6, -1) and (8, -9), we can use the distance formula:
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Consider the equation xy2 − x2y = 6.
(a) Find all points on the graph when x = 2. (b) Find a formula for dy dx in terms of x
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a) 2(y^2-2)=6 solve for y. y^2-2=6 y= +-sqrt8, x=2 b) y^2+2yy'x-2xy-y'x^2=0 y'(2xy-x^2)=2xy-y^2 y'=
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In a video game, you earn 3 points for each jewel, x, you find. You earn 4 points for each star, y, you find.
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− 3y = 660
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In a video game, you earn 3 points for each jewel, x, you find. You earn 4 points for each star, y, you find. Write an equation
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To earn 660 points, you need to earn 3 points for each jewel, x, you find and 4 points for each
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assume that f(x)= x^3(x-2)^2
a) find the x-intercepts algebraically b) find all the critical points c) use the first derivative
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a) x=0, x=2 b) f(x) = x^3(x-2)^2 f '(x) = 3x^2(x-2)^2 + 2x^3(x-2) = x^2(x-2)(5x-6) critical points
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make a table of values for thsi equation with at least 4 points in each table.
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Trial and error really for x and y being whole numbers. You have to see, for example, how many 2's
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Fixed points of f?
f(x) = x^2+13/12x - 1/2 a) use algebra to find the fixed points and classify them. b) use the gradient
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a fixed point is a point where x=f(x) In this case x= x^2+13/12x - 1/2 solve for x. gradient of
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Fixed points of f?
f(x) = x^2+13/12x - 1/2 a) use algebra to find the fixed points and classify them. b) use the gradient
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Part C: x0=0 x1=f(x0)=-1/2 x2=f(x1)=-19/24 x3=f(x2)=-421/576
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