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10t^2+11t+3 factor
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(2t+1)(5t+3)
explain please
10x^2 + 5t + 6t + 3 5t(2t + 1) + 3(2t+1) (2t + 1)(5t + 3)
Note that 10*3 = 30, and that 6*5 = 30 while 6+5 = 11
Rewrite the 11x as 6x + 5x or 5x + 6x (as Hero did above)
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10t^2 + 5t + 6t + 3 5t(2t + 1) + 3(2t+1) (2t + 1)(5t + 3)
thanks mandolino
Okay, 10^2 + 11t + 30 a+b = 6+5 a*b = 6*5 (10t+6)(10t+5) (2t+1)(5t+3)
so what i would do is list the factors of 30, and which of them add up to 11. the ones that add up to 11 are 5 and 6. so 10x^2+5x+6x+3, 5x(2x+1) 3(2x+1)=(5x+3)(2x+1)
Go back and see my explanation from your earlier problem. I added to it after you left.
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oh ok
thanks mimi
yw(:
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