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A:
I have fixed your code:
$data = array(
‘elements’ => array(
array(
‘id’ => ‘1’,
‘value’ => ‘Hello World’
),
array(
‘id’ => ‘2’,
‘value’ => ‘Hello World’
),
array(
‘id’ => ‘3’,
‘value’ => ‘Hello World’
),
array(
‘id’ => ‘4’,
‘value’ => ‘Hello World’
)
),
‘elements_array’ => $data[0][‘elements’],
‘view’ => array(
‘#theme’ => ‘table’,
‘#header’ => $header
)
);
I have manually added this:
‘field_my_select_items_container’ => array(
‘#type’ => ‘fieldset’,
‘#title’ => ”,
‘#collapsible’ => FALSE,
‘#collapsed’ => FALSE,
‘#weight’ => 1,
‘#prefix’ => ”,
‘#suffix’ => ”,
‘#tree’ => TRUE,
)
And you have a output like this:
Q:
How to solve the system of equations using the quadratic formula?
I’m a freshman in university and I’m stuck with this problem:
Find the solutions of the following system of equations:
$$\begin{cases}
2x-2y&=&3\\
6x+4y&=&-3
\end{cases}$$
I’ve put the equations into the formula for the quadratic equation, but it doesn’t work because the discriminant of the equation changes for an equation with two variables.
Do you have any suggestions on how to solve this?
A:
$$\begin{cases}
2x-2y&=&3\\
6x+4y&=&-3
\end{cases} \iff (2x+
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