Day 2 Worksheet Key.pdf

# Day 2 Worksheet Key.pdf - To put standard form y = x2 bx 0...

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Unformatted text preview: To put standard form y = x2 + bx + 0 into vertex form y = (x-h)2 + k Put 1n standard form: 2. Take one-half the coefﬁcient of the x—term, square it. Add and subtract this (“fanc zero”): 3. Factor the Perfect Square Trinomial on the left side of the equation and simplify the right side. “Remember, the left always factors into (x + gf To put standard form y = 3x2 + bx + 0 into vertex form y— a(x-h)2 + k Put 1n standard form: 2. Factor out “ a” if a \$1: 3. Take one-half the coefﬁcient of the x-terrn, square it. Add and subtract this (“fancy zero”): 4. Factor the Perfect Square Trinomial on the left side of the equation and simplify the right side. **Remember, the left always factors into (x + 2—1;); Rewrite each in vertex form: 1. y=x2 +6x+ 12 3 X; *LX‘lIHZ—‘l 5:)(2—Ux-1‘liﬁlt‘l Ba (xi—5) 3. y=3x2+6x+12 4 y=3x2-6x+12 ﬁrquztzxt“) j: 5(A2 ~2x+~t) 5763(A25-2Xi1fq‘l) j: 5(K22311r‘i'l) j 5((xmtr5) l x2 +1 complete the square and inverse trig to ﬁnd an answer. dx= tan'l (x) + Given the following, we can use How does this relate to Calculus? Remember: [2 1 _ + lm‘f‘ 4mg“ LIT—£302“ 434.... 1.1.71)... |t5 (“0(6ch 1L Brigg-P J&quot; Sootw Youtry: 1 5. ——-—-—- Ix2+6x+14 . . I ,_._,L.___.—- —~ , . .— .dx 5 x‘r-w +4 + 5 at J (Ar—5W5 .g_ S-ﬂf“ (Ix g); 1 dx szox +51 ﬁmwasw 1.x :» _ , Ina/(11.&quot; h) (mm; M = - (Ix Camp Fm SCO- QS+Ci (X‘LS) +L] w: rum! &quot;+£S&quot; _ £1.3- , l I ' 1X L11’ 3 .—— . 2. C ‘ q S (L?) H (1w if” so 5 (Eu ~&quot; (“X HHOPM- S | CV :) S l C” KZHZerﬁ ...
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