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What is 3x - 2 equals 13?
If you're asking what x equals, it equals 5 because 5x3=15, and 15-2=13.
What is a generalization for 3x5 equals 5x3?
The generalisation is that multiplication is Abelian (or commutative) for numbers.
3x plus 5 plus equals 20 what does x equals?
3x+5=20 x=5 since 5x3+5=20
How do you factor 5x cubed minus 3x squared plus 2x equals 0?
5x3 - 3x2 + 2x = x*(5x2 - 3x + 2) The quadratic has no real factors.
Is y equals 5x3 plus 6 linear?
y = 5x3 + 6 is a cubic equation, not a linear equation. Linear equations contain only terms of degree 0 (i.e. constants) and terms of degree 1.
What is 3x - 2 equals 13?
If you're asking what x equals, it equals 5 because 5x3=15, and 15-2=13.
If 5 times 3 equals 4 and 2 times 8 equals 2 and 6 times 3 equals 3 what is the value of 1 times 7?
5x3=4 2x8=2 6x3=3 1x7=7/40
What is a generalization for 3x5 equals 5x3?
The generalisation is that multiplication is Abelian (or commutative) for numbers.
Name the property 5x3 equals 3x5?
Commutivity of multiplication or the commutative property of multiplication.
How do you find the missing term in a problem like for example 5X3 plus 5X equals 5X times?
Since 5x is a factor of both terms, divide it. 5x3 + 5x = 5x(x2 + 1)
What is the answer to 5x3 equals 45x?
5x3 = 45x Divide both sides by 5: x3 = 9x Divide both sides by x: x2 = 9 Square root both sides: x = 3
3x plus 5 plus equals 20 what does x equals?
3x+5=20 x=5 since 5x3+5=20
How do you factor 5x cubed minus 3x squared plus 2x equals 0?
5x3 - 3x2 + 2x = x*(5x2 - 3x + 2) The quadratic has no real factors.
Is y equals 5x3 plus 6 linear?
y = 5x3 + 6 is a cubic equation, not a linear equation. Linear equations contain only terms of degree 0 (i.e. constants) and terms of degree 1.
What is the distributive property for 20x12?
2(10x6) 4(5x3)
How do you make 17 by using 2 5 and 3?
2 + (5x3) = 17
What does each number means 5x3 equals 15?
look its one of the easiest questions I've ever heard 5x3 is 15 for god sake anybody who dosent know that there one of the dummest person in the world!
