Does x=4y+1 and x=4y-1 equal the same thing?

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# Does x=4y+1 and x=4y-1 equal the same thing?

I have a math problem for my class asking this question, and I am supposed to explain it to someone new to math. I am so confused about it though, that I cannot explain it to anyone.

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### Do the equations x = 4y + 1 and x = 4y – 1 have the same ...

Do the equations x = 4y + 1 and x = 4y – 1 have the same solution? ... Because 1 does not equal -1 you can conclude that the results from each ... Careers at Wyzant ...

### Do the equations x = 4y + 1 and x = 4y – 1 have the same ...

Do the equations x = 4y + 1 and x = 4y – 1 have the same solution. ... No. let’ assume xxxx are equal xxxxx means x=4y+1 xxx xxxxxxxxx can be xxxxxxx xxxxxxxxxxxx ...

### Does 2x plus 4y equals 16 and 3x - 2y equals 6 have the same ...

Does 2x plus 4y equals 16 and 3x - 2y equals 6 have the same solution? ... is exactly the same thing as 2(x+y). In order to know how much it actually is, ...

### Do the equations x = 4y + 1 and x = 4y – 1 have the same ...

Suppose you have N variables and M equations (N larger than or equal to M). Then, if you ... Do the equations x = 4y + 1 and x = 4y - 1 have the same solution?

### How do you solve 2x + 2y = 3 and x - 4y = -1? | Socratic

How do you solve #2x + 2y = 3# and #x - 4y = -1#? ... To this we must multiply on of the equations to create an equal amount of X or Y to subtract from the other. #2* ...

### Why does 4y=3x results in 4/3? - Quora

... the question is asking why [math]x/y = 4/3[/math] when [math]4y=3x ... so you can do the same thing to each side and they'll ... It doesn't. 4y=3x doesn't equal ...

### Do the equations x = 4y + 1 and x = 4y – 1 have the same ...

Sep 18, 2013 · ... 1 have the same solution? How might you explain your answer to someone who has ... and show them that when 4y+1 = 13 it is not the same answer as when ...

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### Does x=4y+1 and x=4y-1 equal the same thing?

Does x=4y+1 and x=4y-1 equal the same thing? I have a math problem for my class asking this question, and I am supposed to explain it to someone new to math. I am so confused about it though, that I cannot explain it to anyone. No, they don't equal the same thing. They are the equations for two lin

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### Set up this argument in symbolic form: All girls are cute and all fish are cute. Therefore, all girls are fish

If A⇒B and C⇒B then A⇒C and C⇒A, where B is "cute", A="all girls", C="all fish". But in these statements the implications are tacitly presumed to be reversible when, in fact, they aren't. A⇒B does not mean B⇒A or A⇔B. If C is the set of all cute things then G, the set of all girls i

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### how to solve -4/9(2x-4)=48

Is this -4/(9(2x-4))=48? Or (-4/9)(2x-4)=48? We can find the answers to both questions. Let's take the first interpretation first and see what we get. To solve it we need to get rid of the fraction. In all questions of this type we take the denominator of the fraction (the bottom bit), and mul

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### what 2 numbers when multiplied equal 30 but added equal -10?

xy = 30 x + y = -10 x = -y - 10 (-y-10)(y) = 30 -y^2 - 10y = 30 y^2 + 10y + 30 = 0 quadratic formula y = (-10 +- sqrt(100 - 4(1)(30)))/2(1) y = (-10 +- sqrt(100 - 120))/2 y = (-10 +- sqrt(-20))/2 Can't take the square root of a negative number. No solution. Answer:  There are no num

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### show that the function f(x)= sqrt (x^2 +1) satisfies the 2 hypotheses of the Mean Value Theorem

f(x) = sqrt(x^2 + 1) ; [(0, sqrt(8)] Okay, so for the Mean Value Theorem, two things have to be true: f(x) has to be continuous on the interval [0, sqrt(8)] and f(x) has to be differentiable on the interval (0, sqrt(8)). First find where sqrt(x^2 + 1) is continous on. We know that for square roots

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### How do we find the greatest common factor of a polynomial?

umm here is an example: 5x^3 - 20x^ 2 - 25x first you find something that can go into all of them, i chose this one because you can clearly see 5 is the higest thing that can go into all of them, not just 5 but what can you take out of all of them equally? 5x 5x ( x^2 - 4x - 5) now you factor it

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### if you have a triangle and one of the angles equal 23 degrees then what do the other angles equal?

if you have a triangle and one of the angles equals 23 degrees then what do the other angles equal? The sum of all three angles in a triangle adds up to 180 degrees. The only thing you can say with certainty is that the other two angles together add up to (180 - 23) = 157 degrees.

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### How to find c and y so that each quadrilateral is a parallelogram

The opposite internal angles of a parallelogram are equal, and adjacent angles are supplementary, but which of the given angles are opposite and which are adjacent? We know that all angles must be positive, so 7x-11>0 and 5y-9>0 so x>11/7 or 1.57 and y>1.8. We also know that al

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### How do you know that 12/300 is or not in it's lowest terms?

Lowest terms means you can't simplify it anymore. For example, if you have 4/10 thay can be simplified. All you have to do is look for a factor that fits easy one 4/10 A "2" divides equally into them 4 divided by 2 = 2 10 divided by 2 = 5 but nothing goes into 2 except 1 and 2, but n

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### how do I write the equation 21 plus 3n minus n minus 11

The first thing is that an equation has to have an equals sign somewhere. If it doesn't it isn't an equation. But it's probably an expression. So, since you haven't used the word "equals" or "is", we probably have an expression so we write it as we see the words: 21+3n-n-11. This expression simplifi

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