Combining like terms is where you have variables and constants that are the same exponent added together.
5 + 5 = 10. Here our variable exponent is 0. x0 = 1, making (5*1) + (5*1) = 10
5x + 5x = 10x. Here our variable exponent is x1 = x, making 5x + 5x
5x2 + 5x2 = 10x2. Note that the exponent values are all the same? that's what is meant by 'combining like terms.'
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However, what happens if we have:
Enforcer: police crime action 1 0. Back to Contents Definitions of Trigonometric Functions Draw a unit circle with center O. Fxfactory pro 7 0 4 download free. Let a central angle with initial side OP and terminal side OQ contain x radians (that is, the arc PQ has length x). Remotix 5 1 16. 4-in x 8-in x 16-in Cap Concrete Block. Item #10335 Model #4023. Standard gray block provides strength and durability. Excellent sound-proofing.
We cannot combine it any further. The x-values are different, just as 5x2 + 5x cannot be added any further either due to different x-values there.
When I see your problem above, I think you mean:
2do 2 6 3 X 50 Ft Bx Ac 90 Stranded Cable
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5/2x + 2 = 3.5 instead of 5/(2x+2) = 3.5, so I'll be addressing the former.
The 2 and the 3.5 are of similar terms, since there is no x on either of those, so we can move the two on one side to the other. To balance the equation, we subtract 2 to both sides:
5/2x = 1.5
Now to solve for the rest of the problem, we need to isolate x. To do that, we need to start by moving x to the other side:
Now to get rid of that 3 that's still attached to the x:
2do 2 6 3 X 5 And 6 3 X 5 Is Equivalent Or Not Equivalent
5 / (2 * (5/3) +2 = 3.5
Since we're dividing a fraction, we can move the /3 to the numerator and multiply, thus:
15/10 + 2 = 3.5
3.5 = 3.5