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&#13;
Today we are focusing on the four operations with money in Year 3/4 and vertically opposite angles in Year 5/6.&#13;

About 

Four Operations with Money

&#13;
&lt;div class="challenge"&gt;&#13;
<ul>&#13;
<li>I have been given £5 to buy sweets. Chocolate cost 50p each and jelly sweets cost 40p each. How many books could I buy with my £5. Can you find different ways?</li>&#13;
</ul>&#13;
&lt;/div&gt;&#13;

Ready for a Challenge? 

&#13;
&lt;div class="answers"&gt;&#13;
<ul>&#13;
<li>£10.95 + £7.95 = £18.90</li>&#13;
<li>£9.50 + £7.50 = £17.00</li>&#13;
<li>£10.95 - £7.95 = £3.00</li>&#13;
<li>£9.50 + £7.50 + £7.50 = £24.50</li>&#13;
<li>(£9.50 x 2) + (£7.50 x 2) = £34.00 so it is cheaper to buy a family ticket. </li>&#13;
<li>Half of £9.50 = £4.75, half of £7.50 = £3.75</li>&#13;
</ul>&#13;
&lt;/div&gt;&#13;

 Challenge Answer
&#13;
Various answers. Example answers: all chocolates = 10 (50p x 10 = £5), all jelly sweets = 12 with 20p left over (40p x 12 = £4.80), 5 chocolates (£2.50) and 6 jelly sweets (£2.40) with 10p left over. &#13;

Answers

May 23rd-1619620211

Vertically Opposite Angles

&#13;
&lt;div class="challenge"&gt;&#13;
<ul>&#13;
<li>How many different ways could you calculate the missing angles (without using a protractor)?  <img src="data:image/png;base64,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" alt="" width="228" height="200" /></li>&#13;
</ul>&#13;
&lt;/div&gt;&#13;

&#13;
&lt;div class="answers"&gt;&#13;
<ul>&#13;
<li>a = 155 degrees, b = 25 degrees, c = 155 degrees</li>&#13;
<li>d = 117 degrees, e = 117 degrees, f = 63 degrees</li>&#13;
<li>g = 75 degrees, h = 26 degrees, i = 79 degrees, j = 75 degrees</li>&#13;
</ul>&#13;
&lt;/div&gt;&#13;

 Challenge Answer
&#13;
Various answers. Example answer: 180 degrees - 115 degrees = b, c is then vertically opposite to b, 180 degrees - 90 degrees - b = a. &#13;

May 23rd-1619620396

May 23rd

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New 2020/2021 Year 3 Mass and Capacity lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2715/Ready-to-go-lessons-Year-3-Mass-and-Capacity-Summer-Block-4-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2715/Ready-to-go-lessons-Year-3-Mass-and-Capacity-Summer-Block-4-Slides-and-Worksheets</a>&nbsp;&nbsp;
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Ready-to-go, whole class lesson slides for the entire Year 3 Mass and Capacity block, fully aligned with White Rose and other mastery maths schemes.&nbsp;
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Ready-to-go Lesson Slides Year 3 Mass and Capacity Summer Block 4 (2018/2019 Edition). These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 3 Mass and Capacity (Summer Block 4)

Ready-to-go, whole class lesson slides for the entire Year 3 Mass and Capacity block (Summer), fully aligned with White Rose and other mastery Maths schemes

Statistics

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New 2020/2021 Year 4 Statistics lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2643/Ready-to-go-lessons-Year-4-Statistics-Summer-Block-4-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2643/Ready-to-go-lessons-Year-4-Statistics-Summer-Block-4-Slides-and-Worksheets</a>&nbsp;&nbsp;
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Ready-to-go, whole class lesson slides for the entire Year 4 Statistics block, fully aligned with White Rose and other mastery maths schemes.&nbsp;
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Ready-to-go Lesson Slides Year 4 Statistics Summer Block 4 (2018/2019 Edition). These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 4 Statistics (Summer Block 4)

Ready-to-go, whole class lesson slides for the entire Year 4 Statistics block (Summer), fully aligned with White Rose and other mastery Maths schemes.

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New 2020/2021 Year 3 Properties of Shape lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2650/Ready-to-go-lessons-Year-3-Properties-of-Shape-Summer-Block-3-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2650/Ready-to-go-lessons-Year-3-Properties-of-Shape-Summer-Block-3-Slides-and-Worksheets</a>&nbsp;&nbsp;
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Ready-to-go, whole class lesson slides for the entire Year 3 Properties of Shape block, fully aligned with White Rose and other mastery maths schemes.&nbsp;
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Ready-to-go Lesson Slides Year 3 Properties of Shape Summer Block [no] (2018/2019 Edition). These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 3 Properties of Shape (Summer Block 3)

Ready-to-go, whole class lesson slides for the entire Year 3 Properties of Shape block (Summer), fully aligned with White Rose and other mastery Maths schem

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New 2020/2021 Year 5 Position and Direction lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2693/Ready-to-go-lessons-Year-5-Position-and-Direction-Summer-Block-3-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2693/Ready-to-go-lessons-Year-5-Position-and-Direction-Summer-Block-3-Slides-and-Worksheets&nbsp;</a>&nbsp;
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Ready-to-go, whole class lesson slides for the entire Year 5 Position and Direction block, fully aligned with White Rose and other mastery maths schemes.&nbsp;
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Ready-to-go Lesson Slides Year 5 Position and Direction Summer Block 3 (2018/2019 Edition). These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 5 Position & Direction (Summer Block 3)

Ready-to-go, whole class lesson slides for the entire Year 5 Position and Direction block (Summer), fully aligned with White Rose and other mastery Maths sc

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New 2020/2021 Year 5 Properties of Shape lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2623/Ready-to-go-lessons-Year-5-Properties-of-Shape-Summer-Block-2-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2623/Ready-to-go-lessons-Year-5-Properties-of-Shape-Summer-Block-2-Slides-and-Worksheets</a>&nbsp;&nbsp;
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Ready-to-go, whole class lesson slides for the entire Year 5 Properties of Shape block, fully aligned with White Rose and other mastery maths schemes.&nbsp;
</body>
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Ready-to-go Lesson Slides Year 5 Properties of Shape Summer Block 2 (2018/2019 Edition). These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 5 Properties of Shape (Summer Block 2)

Ready-to-go, whole class lesson slides for the entire Year 5 Properties of Shape block (Summer), fully aligned with White Rose and other mastery Maths schem

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New 2020/2021 Year 6 Statistics lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2522/Ready-to-go-lessons-Year-6-Statistics-Summer-Block-1-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2522/Ready-to-go-lessons-Year-6-Statistics-Summer-Block-1-Slides-and-Worksheets&nbsp;</a>&nbsp;
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Ready-to-go, whole class lesson slides for the entire Year 6 Statistics block, fully aligned with White Rose and other mastery maths schemes.&nbsp;
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Ready-to-go Lesson Slides Year 6 Statistics Summer Block 1 (2018/2019 Edition). This block was previously Summer block 3. These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 6 Statistics (Summer Block 3)

Ready-to-go, whole class lesson slides for the entire Year 6 Statistics block (Summer), fully aligned with White Rose and other mastery Maths schemes.

Time

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Ready-to-go, whole class lesson slides for the entire Year 4 Time block (Summer), fully aligned with White Rose and other mastery Maths schemes.

Ready-to-go Lesson Slides Year 4 Time (Summer Block 3)

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New 2020/2021 Year 4 Money lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2563/Ready-to-go-lessons-Year-4-Money-Summer-Block-2-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2563/Ready-to-go-lessons-Year-4-Money-Summer-Block-2-Slides-and-Worksheets&nbsp;</a>&nbsp;
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Ready-to-go, whole class lesson slides for the entire Year 4 Money block, fully aligned with White Rose and other mastery maths schemes.&nbsp;
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Ready-to-go Lesson Slides Year 4 Money Summer 2 (2018/2019 Edition). These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 4 Money (Summer Block 2)

Ready-to-go, whole class lesson slides for the entire Year 4 Money block (Summer), fully aligned with White Rose and other mastery Maths schemes.

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New 2020/2021 Year 3 Time lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2565/Ready-to-go-lessons-Year-3-Time-Summer-Block-2-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2565/Ready-to-go-lessons-Year-3-Time-Summer-Block-2-Slides-and-Worksheets</a>&nbsp;
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Ready-to-go, whole class lesson slides for the entire Year 3 Time block, fully aligned with White Rose and other mastery maths schemes.&nbsp;
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Ready-to-go Lesson Slides Year 3 Time Summer Block 2 (2018/2019 Edition). These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 3 Time (Summer Block 2)

Ready-to-go, whole class lesson slides for the entire Year 3 Time block (Summer), fully aligned with White Rose and other mastery Maths schemes.

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New 2020/2021 Year 6 Properties of Shape lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2564/Ready-to-go-lessons-Year-6-Properties-of-Shape-Summer-Block-2-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2564/Ready-to-go-lessons-Year-6-Properties-of-Shape-Summer-Block-2-Slides-and-Worksheets&nbsp;</a>&nbsp;
&nbsp;
Ready-to-go, whole class lesson slides for the entire Year 6 Properties of Shape block, fully aligned with White Rose and other mastery maths schemes.&nbsp;
</body>
</html>

Ready-to-go Lesson Slides Year 6 Properties of Shape Summer Block 2 (2018/2019 Edition). This block was previously Summer block 1. These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 6 Properties of Shape (Summer Block 1)

Ready-to-go, whole class lesson slides for the entire Year 6 Properties of Shape block (Summer), fully aligned with White Rose and other mastery Maths schem

Fractions

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New 2020/2021 Year 3 Fractions lesson slides with worksheets are available here: <a href="https://mathshub.thirdspacelearning.com/resources/2519/Ready-to-go-lessons-Year-3-Fractions-Summer-Block-1-Slides-and-Worksheets">https://mathshub.thirdspacelearning.com/resources/2519/Ready-to-go-lessons-Year-3-Fractions-Summer-Block-1-Slides-and-Worksheets</a>&nbsp;&nbsp;
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Ready-to-go, whole class lesson slides for the entire Year 3 Fractions block, fully aligned with White Rose and other mastery maths schemes.
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Ready-to-go Lesson Slides Year 3 Fractions Summer Block 1 (2018/2019 Edition). These have now been improved and revised for 2020/2021 to include lesson slides and worksheets suitable for a recovery or standard curriculum.

Ready-to-go Lesson Slides Year 3 Fractions (Summer Block 1)

Ready-to-go, whole class lesson slides for the entire Year 3 Fractions block (Summer), fully aligned with White Rose and other mastery Maths schemes.

Number and Place Value

Position and Direction

Measurement

Properties of Shapes

Measurement

Measurement

Statistics

Properties of Shapes

Position and Direction

Properties of Shapes

Statistics

Measurement

Measurement

Measurement

Properties of Shapes

Fractions

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