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Questions (138)
A golf ball is hit from the top of a tee. The quadratic equation
π¦ = β5π₯2 + 20π₯ + 0.05 describes its height, π¦, in
1 answer
129 views
A golf ball is hit from the top of a tee. The quadratic equation
π¦ = β5π₯2 + 20π₯ + 0.05 describes its height, π¦, in
1 answer
157 views
A golf ball is hit from the top of a tee. The quadratic equation
π¦ = β5π₯2 + 20π₯ + 0.05 describes its height, π¦, in
4 answers
184 views
Write the following expression in vertex form by completing the square
y= π₯2 β 12π₯ + 7.
1 answer
190 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16. Determine the coordinates of the vertex
1 answer
129 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16.
State the equation of the axis of symmetry
1 answer
87 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16.
Identify the π₯-intercepts of the parabola.
1 answer
131 views
. Given the following graph of a parabola, find its equation, in the form
π¦ = π(π₯ β β)2 + π
1 answer
107 views
Write the following equations in factored form. Remember to common factor first
(if possible) π¦ = 16π₯^2 β 9
1 answer
102 views
Write the following equations in factored form. Remember to common factor first
(if possible) π¦ = 16π₯2 β 9
1 answer
136 views
write the following equations in factored form. Remember to common factor first
(if possible). π¦ = 2π₯2 + 3π₯ β 2
1 answer
134 views
write the following equations in factored form. Remember to common factor first
(if possible). π¦ = 2π₯power2 + 3π₯ β 2
1 answer
162 views
write the following equations in factored form. Remember to common factor first
(if possible). π¦ = 2π₯^2 + 3π₯ β 2
1 answer
127 views
write the following equations in factored form. Remember to common factor first
(if possible). π¦ = 2π₯power2 + 3π₯ β 2
1 answer
99 views
rite the following equations in factored form. Remember to common factor first
(if possible). π¦ = 2π₯power2 + 3π₯ β 2
1 answer
101 views
write the following equations in factored form. Remember to common factor first
(if possible). π¦ = 2π₯2 + 3π₯ β 2
1 answer
119 views
Write the following equations in factored form. Remember to common factor first
(if possible). π¦ = 2π₯power 2 + 3π₯ β 2
1 answer
82 views
3. Write the following equations in factored form. Remember to common factor first
(if possible). π¦ = π₯power2 β 6π₯ β
1 answer
99 views
Write the following equations in factored form. Remember to common factor first
(if possible). π¦ = π₯2 β 6π₯ β 27
1 answer
123 views
3. Write the following equations in factored form. Remember to common factor first
(if possible). π¦ = 6π₯ + 42
1 answer
114 views
3. Write the following equations in factored form. Remember to common factor first
(if possible). a) π¦ = 6π₯ + 42
1 answer
130 views
Expand and simplify the following product, using the distributive property:
(π₯ β 3)(π₯ + 2).
1 answer
127 views
Write the following expression in vertex form by completing the square
.π¦ = π₯2 β 12π₯ + 7
3 answers
145 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16
Determine the coordinates of the vertex
5 answers
206 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16
State the equation of the axis of symmetry
3 answers
165 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16
Identify the π₯-intercepts of the parabola.
1 answer
158 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16.
Write the equation in factored form
1 answer
102 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16.
Write the equation in factored form
5 answers
149 views
given the following graph of a parabola, find its equation, in the form
π¦ = (4π₯ β 3)(4π₯ + 3)
1 answer
121 views
Given the following graph of a parabola, find its equation, in the form
π¦ = (4π₯ β 3)(4π₯ + 3)
1 answer
114 views
Write the following equations in factored form. Remember common factors first
(if possible).) π¦ = 16π₯^2 β 9
1 answer
111 views
Write the following equations in factored form. Remember common factors first
(if possible). π¦ = 2π₯power2 + 3π₯ β 2
1 answer
126 views
Write the following equations in factored form. Remember common factors first
(if possible). π¦ = 2π₯2 + 3π₯ β 2
1 answer
150 views
Write the following equations in factored form. Remember to common factor first
π¦ = 2π₯ power2 + 3π₯ β 2
1 answer
99 views
Write the following equations in factored form. Remember to common factor first
(if possible).π¦ = π₯ power 2 β 6π₯ β
1 answer
118 views
what's meant by this ^
1 answer
90 views
Write the following equations in factored form. Remember to common factor first
(if possible).π¦ = π₯ power 2 β 6π₯ β
1 answer
91 views
Write the following equations in factored form. Remember to common factor first
(if possible).π¦ = π₯^2 β 6π₯ β 27
1 answer
160 views
3. Write the following equations in factored form. Remember to common factor first
(if possible). π¦ = 6π₯ + 42
1 answer
149 views
4. Given the following graph of a parabola, find its equation, in the form
π¦ = π(π₯ β β)2 + π
1 answer
154 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16
Write the equation in factored form
1 answer
90 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16
find Identify the π₯-intercepts of the parabola
1 answer
138 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16 b)
Identify the π₯-intercepts of the parabola
1 answer
125 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16
d) Determine the coordinates of the vertex.
1 answer
103 views
5. A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16.
c) State the equation of the axis of symmetry.
1 answer
100 views
2. Expand and simplify the following product, using the distributive property:
(π₯ β 3)(π₯ + 2).
1 answer
133 views
The amount of money that a local charity earns by selling T-shirts at a mall depends on the price of each T-shirt. The monthly
1 answer
149 views
The amount of money that a local charity earns by selling T-shirts at a mall depends on the price of each T-shirt. The monthly
1 answer
117 views
The amount of money that a local charity earns by selling T-shirts at a mall depends on the price of each T-shirt. The monthly
1 answer
112 views
The amount of money that a local charity earns by selling T-shirts at a mall depends on the price of each T-shirt. The monthly
1 answer
117 views
14. The amount of money that a local charity earns by selling T-shirts at a mall depends on the price of each T-shirt. The
1 answer
110 views
Sketch the parabola described by the equation π¦ = 2π₯^2 β 20π₯ + 42.
1 answer
86 views
13. For the following graph of the parabola, find its equation in the form
π¦ = π(π₯ β β)2 + π. Then, express the
1 answer
149 views
The graphs of π¦ = 2π₯ and π¦ = π₯2 are shown here:
Identify two major differences in behavior
1 answer
124 views
2.The graphs of π¦ = 2π₯ and π¦ = π₯2 are shown here:
Identify two major differences in behavior between these graphs.
0 answers
124 views
1. Consider the graph of π¦ = 2π₯:
If the graph were extended much farther to the left from the interval shown, do you think
3 answers
158 views
10. Factoring is an algebraic process, which is an essential one in the field of mathematics. Consider the following equation:
οΏ½
1 answer
121 views
Think about the standard parabola defined by π¦ = π₯2. How does the parabola
defined by π¦ = β4(π₯ + 3)2 β 7 compare
3 answers
179 views
Think about the standard parabola defined by π¦ = π₯2. How does the parabola defined by π¦ = β4(π₯ + 3)2 β 7 compare
1 answer
131 views
Think about the standard parabola defined by π¦ = π₯2. How does the parabola defined by π¦ = β4(π₯ + 3)2 β 7 compare
1 answer
157 views
9. Think about the standard parabola defined by π¦ = π₯2. How does the parabola defined by π¦ = β4(π₯ + 3)2 β 7
1 answer
219 views
Explain the role of a, h, and π in the equation π¦ = π(π₯ β β)2 + π. You may use words, numerical examples, and
1 answer
84 views
A golf ball is hit from the top of a tee. The quadratic equation
π¦ = β5π₯2 + 20π₯ + 0.05 describes its height, π¦, in
7 answers
120 views
A golf ball is hit from the top of a tee. The quadratic equation
π¦ = β5π₯2 + 20π₯ + 0.05 describes its height, π¦, in
1 answer
128 views
Explain in detail the role of π, β, and π in the equation π¦ = π(π₯ β β)2 + π. You
may use words, numerical
1 answer
119 views
Explain in detail the role of π, β, and π in the equation π¦ = π(π₯ β β)^2 + π. You
may use words,
1 answer
103 views
A golf ball is hit from the top of a tee. The quadratic equation
π¦ = β5π₯2 + 20π₯ + 0.05 describes its height, π¦, in
1 answer
124 views
A golf ball is hit from the top of a tee. The quadratic equation
π¦ = β5π₯2 + 20π₯ + 0.05 describes its height, π¦, in
3 answers
159 views
Write the following expression in vertex form by completing the square. π¦ = π₯2 β 12π₯ + 7
1 answer
142 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16.Determine the coordinates of the vertex
3 answers
138 views
. A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16.State the equation of the axis of symmetry
1 answer
147 views
Identify the π₯-intercepts of the parabola. A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16.
1 answer
146 views
A parabola is defined by the equation π¦ = π₯2 β 10π₯ + 16.
a) Write the equation in factored form
1 answer
116 views
Given the following graph of a parabola, find its equation, in the form
π¦ = π(π₯ β β)2 + π
1 answer
124 views
Write the following equations in factored form. Remember to common factor first
(if possible) π¦ = 16π₯^2 β 9
1 answer
141 views
Write the following equations in factored form. Remember to common factor first
(if possible) π¦ = 16π₯2 β 9
1 answer
137 views
Write the following equations in factored form. Remember to common factor first
(if possible) π¦ = 2π₯2 + 3π₯ β 2
1 answer
151 views
Write the following equations in factored form. Remember to common factor first
(if possible).π¦ = π₯2 β 6π₯ β 27
1 answer
151 views
Write the following equations in factored form. Remember to common factor first
(if possible). a) π¦ = 6π₯ + 42
1 answer
131 views
Expand and simplify the following product, using the distributive property:
(π₯ β 3)(π₯ + 2).
1 answer
143 views
equation in
vertex formπ = ππ^π + 4 find the Coordinates of vertex
1 answer
123 views
Equation in
vertex formπ = πππ + 4 find the Coordinates of vertex
1 answer
138 views
Equation in
vertex form π = β(π + π)^π β π find the Coordinates of vertex
1 answer
123 views
The equation in vertex form π = π^2 find the Coordinates of
vertex
1 answer
142 views
The equation in vertex form π = π^2 find the Equation of axis
of symmetry
1 answer
106 views
value Equation in
vertex form π = β(π + π)^π β 3 find the Equation of the axis of symmetry
1 answer
117 views
value Equation in
vertex form π = ππ^2 + 4 find Equation of axis of symmetry
1 answer
112 views
Minimum or
maximum value Equation in vertex form π = ππ^2+ 4
1 answer
105 views
Minimum or
maximum value Equation in vertex form y=- (x+5)^2 -3
1 answer
139 views
Minimum or
maximum value Equation in vertex form y=x^2
1 answer
128 views
vertex a minimum or maximum?
The equation in vertex form y=3 x^2+4
3 answers
153 views
Vertex a minimum or maximum?
The equation in vertex form y=x^2
5 answers
159 views
Compressed or stretched
vertically? The equation in vertex form y=x^2
1 answer
137 views
compressed or stretched vertically?
Equation in vertex form y=- (x+5)^2-3
3 answers
154 views
compressed or
stretched vertically? Equation in vertex form y=-(x+5)^2-3
1 answer
136 views
Compressed or
stretched vertically? Equation in vertex form y=3x^2+4
3 answers
137 views
Opens up or down?
The equation in vertex for y=3x^2+4
1 answer
141 views
Opens up or down?
The equation in vertex form y=-(x+5)^2-3
1 answer
140 views
Opens up or down?
The equation in vertex form y=x^2
1 answer
133 views
Opens up or down? Compressed or stretched vertically?
The equation in vertex form y=x^2
1 answer
134 views
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