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What is the ordered pair of this equation x-y equals 1 5x-4y equals -3?
x - y = 1 so x = y+1 15(y+1) - 4y = -3 15y + 15 - 4y = -3 11y = 12 y = 12/11 x = 12/11 + 1 = 23/11 Ordered pair, then, is (23/11, 12/11)
What is 2-3 of 12?
It is: 12/23 times 100 = 52.174% rounded to three decimal places
What is a 3rd of the product of 6 12?
1/3 x 6 x 12 = (1/3 x 6) x 12 = 2 x 12 = 24
What are the factor pairs of -12?
The factor pairs of 12 are 1 x 12, 2 x 6, and 3 x 4.
What is 23 in expanded notation?
23 = (2 x 10) + (3 x 1)
What is the ordered pair of this equation x-y equals 1 5x-4y equals -3?
x - y = 1 so x = y+1 15(y+1) - 4y = -3 15y + 15 - 4y = -3 11y = 12 y = 12/11 x = 12/11 + 1 = 23/11 Ordered pair, then, is (23/11, 12/11)
What are the factor pairs of 43?
(1, 24) (2, 12) (3, 8) (4, 6)
What is 2-3 of 12?
It is: 12/23 times 100 = 52.174% rounded to three decimal places
How do you get 40 with only the numbers 1 2 3 and 4?
23 * (4+1) How about (12 x 3) + 4 ? or (1 + 32) * 4
What two numbers if multiplied equals 69?
1 x 69, 3 x 23, 23 x 3, 69 x 1.
What is a 3rd of the product of 6 12?
1/3 x 6 x 12 = (1/3 x 6) x 12 = 2 x 12 = 24
What are the factor pairs of -12?
The factor pairs of 12 are 1 x 12, 2 x 6, and 3 x 4.
What does 23 x x equals?
This is the equation of a straight line. It can be rearranged as {y = (1/3)*x - 23/3}
What is half of the number is 7 more than 12 times the number?
The number is -14/23 or -0.6087. Let x = the number Equation: 1/2 * x = 12 * x + 7 multiplying the equation by 2 2(1/2x) = (12x + 7)2 x = 24x + 14 x - 24x = 14 -23x = 14 x = -14/23 or -0.6087 check: 1/2 * x = 12 * x + 7 1/2 (-14/23) = 12 (-14/23) + 7 -14/46 = -168/23 + 161/23 -7/23 = -7/23
What ecwals 24?
2 dozen = 24as does 3*8, 2*12, 1*24, 6*4, 1+23, 25-1, etc etc2 dozen =24as does 3 *8 and 4*6 and 2*12 and 1*24 and 48*0.5 etc
What times what equals 276?
1 x 276, 2 x 138, 3 x 92, 4 x 69, 6 x 46, 12 x 23, 23 x 12, 46 x 6, 69 x 4, 92 x 3, 138 x 2, 276 x 1 = 276
Find the prime factorization of 69?
All Factors of 69:1, 3, 23, 693 and 23 are prime.
