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-- make a list of 20 or 30 small numbers

-- one at a time, put each number in place of 'y', and figure out what 'x' is

-- mark a point at the pair of numbers you have for (x, y) on the graph

-- after a while, you'll start to see the graph take shape, and you can fill in the gaps between the points

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15y ago

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Integral 1 plus 7y-y2dy?

Just use the power rule for each part, and add or substract. The answer is y + 7y2/2 - y3/3 + CJust use the power rule for each part, and add or substract. The answer is y + 7y2/2 - y3/3 + CJust use the power rule for each part, and add or substract. The answer is y + 7y2/2 - y3/3 + CJust use the power rule for each part, and add or substract. The answer is y + 7y2/2 - y3/3 + C


Factor of 7y2 plus 2y-5?

(7y - 5)(y + 1)


What is y3 plus 7y2-5y?

That factors to y(y2 + 7y - 5)


What is the coefficient of y in 5 7y2 x?

Zero. There is no term with just y in it.


What is y times 7y?

Yx7y = 7y2 (squared )


How do you solve 3x 7y2 when solving for y?

By following the directions in your textbook. Or you could try paying attention in class; that would probably work too.


How would you factor 8x2 - xy - 7y2 The 2 after the x and y are the squares. so its 8x squared - xy - 7y squared.?

You can factor this multivariate polynomial (a polynomial with several variables, here x and y), by looking at it as a univariate polynomial in either x or y. This would give you a simple second order equation of the form ax2+bx+c, which you can solve. This will give you 2 solutions, say x1 and x2, and can then factor your polynomial to a(x-x1)(x-x2). In our case: a=8, b=-y and c=-7y2 and the solutions for this equation are x1=y and x2=-7/8*y and this gives us 8x2 - xy -7y2 = 8(x-y)(x+7/8y) = (x-y)(8x+7y)


What is the answer to 21y2 plus 72y-48 by factoring?

Step 1: 3(7y2 + 24y - 16) Step 2: 3(7y - 4)(y + 4) Assuming original expression was equal to zero, y = 4/7 or -4


What is the LCM of 7y2 x 49y8?

Since 98y9 is a multiple of 14y2, it is automatically the LCM of this problem.


How do you solve y4-84 plus 5y2?

You cannot solve it since only one side of an equation is given. If the equation was y4 + 5y2 - 84 = 0 then y4 + 12y2 - 7y2 - 84 = 0 or y2*(y2 + 12) - 7*(y2 + 12) = 0 or (y2 - 7)*(y2 + 12) = 0 then y2 = 7 or y2 = - 12 y = +or- sqrt(7) and, if you are in the complex domain, also y = +or- i*sqrt(12) where i is the imaginary square root of -1.


What is the result of isolating y2 in the equation below 9x2 plus 7y2 42?

To isolate ( y^2 ) in the equation ( 9x^2 + 7y^2 = 42 ), first subtract ( 9x^2 ) from both sides: ( 7y^2 = 42 - 9x^2 ). Then, divide both sides by 7: ( y^2 = \frac{42 - 9x^2}{7} ). Thus, the isolated form of ( y^2 ) is ( y^2 = 6 - \frac{9}{7}x^2 ).


How do you make a squared on a keyboard?

shift 6... 4^8 I just clicked the superscript button on the bold/italics/underline row and then typed the number and it worked. The superscript button is the one with the A squared symbol.