# data[].attributes.body
I bought 3 vegetables plus 2 can goods at the super market

Let: x=vegetables
Y=can goods
3x+ 2y

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Twice the sum of four and a number is equals to squaring the number. Let  the number be x.
2(4+x)= x^2?

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The rate of Mateo is 350/day, and the Engineer is thrice the rate per day of Mateo

x=rate of Mateo 350/day

Equation:

3(x)= Rate per day of the Engineer

3(350)=1050/day
The rate of the Engineer

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Are there numbers with the property that the sum of their    squares equals the square of their sum?

Solution:
a. Are there numbers a and b with the property that     a2 + b2 = (a + b)2?

Or : Do there exist any numbers a and b such that     a2 + b2 = (a + b)2?

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is there is number with given property:
Doubling it and adding 4  is equal to squaring it

Let x = number
2x + 4 = x2

is there a number x, with the property
2x + 4 = x2 ?

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Use any variable and adding two cubes
y=variable
1y+2

Use 1y+2 adding cubes

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I bought five pencils plus three erasers at the national book store

Let: x= pencils
Y= erasers
5x + 3y

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Mr.Garcia has 3 cars plus 2 house's

Let:X-cars
Y-house
3x + 2y=x²?

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Given that any rational number , mutiplied 1/2 to the power of 4  positive integer
Let R =number

(1/2)⁴ = 1/16.
It’s there the number 1/2 to the power of 4 as (1/2)⁴.

1/2 to the power of 4 is (1/2)⁴ = 1/16.?

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Given any whole number subtracted to five, is equal to its cube.

Let: b=number
b - 5 = b^3
For any whole number is subtracted to five, its cube is equal to b - 5 =  b^3

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Given any real number,its square is non negative.
R, R^2 is greater than or equal zero.

The reciprocal of any positive real number is positive.
(x, y, z, a, b, c, d)

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A square of a number is always greater than the number itself.

The number is = -2.

(-2)² = 4

-2 < 4

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Is there a number with a given property:
Doubling it and adding 6 gives twice the same result as squaring it?

Let: x = number

(2x + 6)^2 = x^2

Is there a number x with the property that  twice (2x + 6)^2 = x^2?

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I buy ten white t-shirts plus ten red t-shirts in the mall.
Let: x=  white t-shirts
Y= Red T-shirts
10x+10y

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What plus 3 equals 8

X + 3 = 8

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Given that any number, its cube is negative interger.

Let n= number
n³

Given that any number n, n3 is negative integer

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given any real number, its square is negative

let  X=  number
X-²

given any real number X,x-2 is negative

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In the equation is Three squared plus the number is equal to four

3²+x=4
The equation is 3²+x=4.

# data[].attributes.body
Are there numbers with the property that the sum of their squares equals the square of their sum?

Are there numbers a and b with the property that a + b = (a + b)?

Let: Are there numbers a and b such that a + b = (a + b)?

# data[].attributes.body
given the product of a number decreased by one and the number increased by one

let n = number

(n-1)(n+1)

the given product of a number are (n-1)(n+1)

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There are numbers with the property that the sum of their cubes equals the cubes of their sum

Let= a and b the numbers
a^3 + b^3 = (a+b)^3

Are there numbers a and b with the property that a^3 + b^3 = (a + b)^3?

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Is there a number with a given property:

Doubling it and adding 1 is equal to squaring it?

Let x = number

2x + 1 = x^2

Is there is a number x, with the property

2x + 1 = x^2

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A flock of eight hundred forty six bat take to the sky.Another four hundred eighty five bats join the flock.

X-bats

846x + 485x

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In the equation is three squared plus the number equal to five.
3²+x=5
The equation is 3²+x=5.

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Given any real number, its square is nonnegative.

Solution:
B. Given any real number r, r² is nonnegative.

Or: For any real number r, r² > 0.
Or: Fir all real numbers r, r²>.

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Yumul, Trisha mae S.                  Ms. Cruz got a highest score in her first two exam 

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Yumul, Trisha mae S.                  Ms. Cruz got a highest score in her first two exam 

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These are the scores that she's got;
Let x=number
3x+5=x²
3x+5=x²?

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Given any negative number, its squared
is a positive integer.

Let n = number
-n^2
Given any negative number n, (-n)^2 is a positive integer.

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Given that any number, its square is negative integer.

Let n=number
n²

Given any number n, n² is negative integer.

# data[].attributes.body
Is there is number with the given property:
Doubling it and adding five gives the same result as squaring it?

Let y= number
2y+5 = y²

Is there is a number y with a property that 2y+5= y²?

# data[].attributes.body
Are there numbers with a property that the difference of their cube is equal to the cube of their difference?
X and y be the numbers
X³ - y³ = (x - y)³

Are there numbers x and y such that x³ - y³ = (x - y)³

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Given that any positive number, squaring itself will give us a positive number one
Let: n=number
n²=1
Given that any positive numbers n, n²=1 is squaring itself will give us a positive number 1.

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Is there is number with a given property:
Doubling it. And adding 8 is equal to squaring it.?

Let X= number
2x+8=x²

Is there is a number x, with the property 2x+8=x²?

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Given that any natural number, its cube is a positive integer.

Let  n = number
n³

Given that any natural number n, n³ is a positive integer.

Given that any natural number n, n³ > 0.

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Are there numbers with a property that the product of their 4th power is equal to the 4th power of their product?
X and Y be the numbers
X⁴*Y⁴ = (X*Y)⁴

Are there numbers X and Y such that X⁴*Y⁴ = (X*Y)⁴

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Mr.garcia has 3 cars plus 2 house's

Let- x-cars
Y- house

3x+2y =

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Given that any  number,
It's square is a negative integer

Let: A= number
A²

Given that any number
A, A² is a negative integer

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Three mango plus seven mango
Let  x= mango
3x + 7x

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Twice the sum of four and a number is equals to squaring the number?
Let  the number be x.

2(4+x)= x^2?

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Given any real number with a sum of two, is equals to a squared number.

Let: y= number
y+2= y^2

For any real number y with a sum of two is equals to y+2= y^2