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Felicia rewrote a quadratic function in vertex form. h(x)= x^2−6x+7
Felicia rewrote a quadratic function in vertex form.
h(x)= x^2−6x+7 Step 1: h(x)= (x^2−6x+ )+7 Step 2: h(x)=(x^2−6x+ 9 )+7
1 answer
39 views
Felicia rewrote a quadratic function in vertex form.
h(x)= x^2−6x+7 Step 1: h(x)= (x^2−6x+ 9 )+7 Step 2: h(x)=(x^2−6x+ 9
1 answer
43 views
Felicia rewrote a quadratic function in vertex form.
h(x)= x2−6x+7 Step 1: h(x)= (x2−6x+ 9 )+7 Step 2: h(x)=(x2−6x+ 9 )+7
1 answer
32 views
Cole rewrote a quadratic function in vertex form. h(x)=x^2 -6 +7
1 answer
25 views
Cole rewrote the quadratic function h(x) = x^2 - 6x +7 into vertex form, Cole said the vertex is (3.2) is he correct? Show your
3 answers
45 views
Explain the steps necessary to convert a quadratic function in standard form to vertex form.
1. Complete the square to rewrite
1 answer
67 views
Cole rewrote a quadratic function in vertex form. h(x)=x^2 -6x+7
Cole said that the vertex is (3, 2). Is Cole correct? If not,
1 answer
48 views
April rewrote a quadratic function in vertex form.
h(x)=5^2-30x+30 step 1 h(x)=5(x^2-6x+ )+30 step 2 h(x)=5(x^2-6x+9)+30-45 step
2 answers
asked by
Alex
1,579 views
Quadratic function written in standard form where a, b, and c are constants such that a is not zero.
f(x)= ax^2+bx+c Using
1 answer
asked by
Janet
800 views
Cole rewrote a quadratic function in vertex form.
h(x)= x^2 - 6x + 7 Step 1: h (x) = (x^2 - 6x + ) + 7 Step 2: h (x) = (x^2 -
7 answers
50 views