ni:d/t/

ni:d/ət/

ni:d/d/

ni:d/əd/

The correct pronunciation of the word &lsquo;needed&rsquo; is&hellip;

reiz/t/

reiz/ət/

reiz/d/

reiz/əd/

How do we pronounce the word &lsquo;Raised&rsquo;?

Sended, Leave, Drank

Sent, Leave, Drunk

Sent, Leave, Drank

Sent, Left, Drank

<img src="data:image/png;base64,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" style="width: 300px; height: 78px;" />

Complete the table above with the correct form of verbs!

Borrowed;&nbsp;Sleeped;&nbsp;Studied;&nbsp;Buyed;&nbsp;and Catched<img align="middle" alt="space space space" class="Wirisformula" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«mo»§#160;«/mo»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAFCAYAAABxeg0vAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYBiBAAAA9QABpo7VmAAAAGx0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48bW8+JiN4QTA7PC9tbz48bW8+JiN4QTA7PC9tbz48L21hdGg+qLbQbQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="12" />

Borrowt;&nbsp;Sleeped;&nbsp;Studied;&nbsp;Bought;&nbsp;and Caught<img align="middle" alt="space space space" class="Wirisformula" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«mo»§#160;«/mo»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAFCAYAAABxeg0vAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYBiBAAAA9QABpo7VmAAAAGx0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48bW8+JiN4QTA7PC9tbz48bW8+JiN4QTA7PC9tbz48L21hdGg+qLbQbQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="12" />

Borrowed;&nbsp;Slept;&nbsp;Studied;&nbsp;Buyed;&nbsp;and Caught<img align="middle" alt="space space space" class="Wirisformula" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«mo»§#160;«/mo»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAFCAYAAABxeg0vAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYBiBAAAA9QABpo7VmAAAAGx0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48bW8+JiN4QTA7PC9tbz48bW8+JiN4QTA7PC9tbz48L21hdGg+qLbQbQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="12" />

Borrowed;&nbsp;Slept;&nbsp;Studied;&nbsp;Bought;&nbsp;and Caught<img align="middle" alt="space space space" class="Wirisformula" data-mathml="«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#160;«/mo»«mo»§#160;«/mo»«mo»§#160;«/mo»«/math»" height="5" role="math" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAAFCAYAAABxeg0vAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAEx0lWhwAAAAxJREFUeNpjYBiBAAAA9QABpo7VmAAAAGx0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4QTA7PC9tbz48bW8+JiN4QTA7PC9tbz48bW8+JiN4QTA7PC9tbz48L21hdGg+qLbQbQAAAABJRU5ErkJggg==" style="max-width: none; vertical-align: -1px;" width="12" />

The following question is based on the table.

 
<img src="data:image/png;base64,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" 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Which of the following words are past form of V1 in the table?

The final exam started at 8 a.m. and finished at 1 p.m.

I dropped a heavy box on the top of my foot.

She felt terribly sick, so she didn&rsquo;t go to work.

The girl pretended that everything was okay.

Which of the following sentences uses an irregular verb?