x^2+8x15>0
marcel: x2+8x15>0
8 maj 13:47
Tragos: x
2 + 8x + 15 > 0
Δ = 8
2 − 4 * 15 = 64 − 60 = 4
√Δ = 2
| | −8 − 2 | | −10 | |
x1 = |
| = |
| = −5 |
| | 2 | | 2 | |
| | −8 + 2 | | −6 | |
x2 = |
| = |
| = −3 |
| | 2 | | 2 | |
(x+5)(x+3) > 0
x ∊ (−
∞, −5) u (−3, +
∞)
8 maj 13:51
pigor: ... możesz np. tak :
x2+8x+15>0 ⇔ x
2+2*4*x+16−1>0 ≈ (x+4)
2>1 ⇔ |x+4|>1 ⇔
⇔ x+4<−1 lub x+4>1 ⇔
x<−5 lub
x>−3 ⇔
x∊(−∞;−5)U(−3;+∞) . ...
8 maj 13:54
klaudia: √121
29 kwi 16:05
bezendu: √121=11
29 kwi 16:05