Problem solving - Mathematics by apteacher

mathematics · @apteacher · Apr 25 '18

$22.25

Problem solving - Mathematics

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<p>After the completion of grade 7 maths, we carry on to grade 8 work. &nbsp;Learners will see that the work doesn't differ that much, only that the work gets more, and more difficult. &nbsp;</p>
<p><img src="https://imgoat.com/uploads/3c65c29742/107508.png" width="343" height="197"/></p>
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">Image source</a></p>
<p>Starting off with problem solving, in grade 7, learners learnt about steps involved in problem solving. &nbsp;&nbsp;</p>
<h3>Revision of what was done in grade 7:</h3>
<ol>
  <li><strong>Understand the problem (What do you know? What do you need to find out?)</strong></li>
  <li><strong>Develop a plan: &nbsp;Have you solved a similar problem? &nbsp;</strong></li>
  <li><strong>Solve the problem (Do you need to try any other strategies? What is the solution?)</strong></li>
  <li><strong>Look back (Did you answer the question correctly? &nbsp;Is the answer you gave, reasonable?)</strong></li>
</ol>
<p><br></p>
<h2>Example:</h2>
<p><img src="https://previews.123rf.com/images/cteconsulting/cteconsulting1108/cteconsulting110800032/10205049-an-image-of-a-family-driving-in-their-car-with-luggage-on-top-.jpg" width="1300" height="1300"/></p>
<p><a href="https://previews.123rf.com/images/cteconsulting/cteconsulting1108/cteconsulting110800032/10205049-an-image-of-a-family-driving-in-their-car-with-luggage-on-top-.jpg">Image source</a></p>
<p>The Peters family is driving from one city to another . &nbsp;The distance between the 2 cities is 600km. &nbsp;The Peters family have been driving for 3 hours at 100km/h. &nbsp;If they increase the speed to 120km/h, how much longer will it take them to reach their destination?</p>
<p><br></p>
<h3>Using the steps to do the example above:</h3>
<p><br></p>
<h3>1. &nbsp;Understand the problem:</h3>
<p>We know that the Peters' family has completed a part of their journey already. &nbsp;We need to find out how long the rest of their trip will take.</p>
<p><img src="https://image.slidesharecdn.com/problemanalysismethods-130322083036-phpapp01/95/how-can-we-understand-the-problem-1-638.jpg?cb=1414917027" width="638" height="359"/></p>
<p><a href="https://image.slidesharecdn.com/problemanalysismethods-130322083036-phpapp01/95/how-can-we-understand-the-problem-1-638.jpg?cb=1414917027">Understand the problem</a></p>
<h3>2. &nbsp;Develop a plan:</h3>
<p>Recall the formulae for distance(d), speed(s) and time(t), as the example is about speed, distance and time.</p>
<p>After 3 hours the Peters' family already drove 3 x 100km= 300km.</p>
<p>The total distance of their trip is 600km. &nbsp;We can subtract the distance they drove with the total distance. &nbsp;</p>
<p>Therefore: &nbsp;600 - 300 = 300km which they still have to drive.</p>
<p>We also know that after 300km they increased their speed to 120km/h so this mean that they will drive the rest of their trip a bit faster.</p>
<p><img src="https://innovateuk.blog.gov.uk/wp-content/uploads/sites/153/2017/07/Problem-solving-620-620x397.jpg" width="620" height="397"/></p>
<p><a href="https://innovateuk.blog.gov.uk/wp-content/uploads/sites/153/2017/07/Problem-solving-620-620x397.jpg">Think of a plan</a></p>
<h3>3. &nbsp;Solve the problem</h3>
<p>Draw a picture of the situation to help you solve the problem</p>
<p><img src="https://imgoat.com/uploads/3c65c29742/107507.png" width="431" height="173"/></p>
<p>After 3 hours, at a speed of 100km/h they drove 300km. &nbsp;They still have another 300 km to go, but for this 300km they are driving at a speed of 120km/h. &nbsp;The time taken for this part of the journey is 300 km ÷ 120km/h which is equal to 2hours and 30 minutes. &nbsp;The distance they still have to travel is 300 km and it will take them 2 and a half hours to reach their destination.</p>
<p><img src="http://www.ixdots.com/wp-content/uploads/2017/06/Blogging-challenge-solve-readers-problems.jpg"/></p>
<p><a href="http://www.ixdots.com/wp-content/uploads/2017/06/Blogging-challenge-solve-readers-problems.jpg">Solve the problem</a></p>
<h3>4. &nbsp;Look back</h3>
<p>Does the answer make sense to you? &nbsp;Yes, if they travelled at a speed of 100km/h and it took them 3 hours, obviously driving at a faster speed must get them at their destination faster. &nbsp;The distance that they have travelled and still have to travel is the same.</p>
<p><br></p>
<h1>Problem solving is a part of our lives, everyday.&nbsp;</h1>
<h1>&nbsp;<img src="https://imgoat.com/uploads/3c65c29742/107509.gif" width="589" height="100"/></h1>
<p><br></p>
<p><br></p>
</html>

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properties (23)

`author`	apteacher
`permlink`	problem-solving-mathematics
`category`	mathematics
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`created`	2018-04-25 10:42:06
`last_update`	2018-04-25 10:42:06
`depth`	0
`children`	4
`last_payout`	2018-05-02 10:42:06
`cashout_time`	1969-12-31 23:59:59
`total_payout_value`	17.164 HBD
`curator_payout_value`	5.086 HBD
`pending_payout_value`	0.000 HBD
`promoted`	0.000 HBD
`body_length`	19,011
`author_reputation`	4,822,152,152,859
`root_title`	"Problem solving - Mathematics"
`beneficiaries`	`[]`
`max_accepted_payout`	1,000,000.000 HBD
`percent_hbd`	10,000
`post_id`	52,041,193
`net_rshares`	3,450,033,460,839
`author_curate_reward`	""

vote details (107)

voter	rshares	pct
team	82,089,982,964	10%
kevinwong	38,418,379,068	0.52%
ninjace	4,323,147,930	50%
shortcut	37,588,990,310	15%
azizbd	3,129,825,752	3.5%
alishi	5,543,142,141	20%
bigbear	15,258,574,004	25%
sweetpea	13,618,348,661	50%
doodleman	930,326,604	17.5%
hopehuggs	27,601,435,728	10.5%
heymattsokol	3,738,881,928	10.5%
cpol	1,710,727,765	100%
paolobeneforti	36,627,632,540	10.5%
steemiteducation	312,448,830,193	35%
fataelrumy	4,451,132,490	17.5%
fingersik	2,658,075,645	3.5%
erb	3,008,393,877	7%
teachblogger	2,027,462,960	10.5%
kenan1989	6,776,654,729	35%
bdmomuae	81,434,676,491	100%
eurogee	872,144,478	3.5%
dbzfan4awhile	4,108,095,025	5.25%
gmaktub	397,324,378	8.75%
luvabi	2,560,881,487	8.75%
bitrocker2020	1,311,490,780	1.75%
cindycam	897,717,066	8.75%
deisip67	963,071,933	8.75%
schoolforsdg4	4,926,840,038	7%
monomyth	1,479,279,340	1.75%
kemal13	5,517,041,474	30%
roseri	539,144,158	17.5%
bearone	4,049,144,898	3.5%
reddragonfly	2,605,262,141	7%
howtostartablog	1,264,725,095	2.8%
lasocia	168,670,530	17.5%
walkinharmony	189,201,982	0.1%
ghostgtr	1,504,654,618	7%
faluthi01	240,031,482	17.5%
affiedalfayed	1,801,631,022	17.5%
coloringiship	1,041,463,594	3.5%
dayramsazahara	82,848,283	17.5%
appreciator	2,147,977,710,007	3.48%
mintvilla	18,364,321,963	21%
carmenl	140,168,563	8.75%
kofspades	99,503,079	7%
martibis	207,204,792	5.25%
tanyaschutte	1,231,348,951	17.5%
steemitph	13,524,002,044	10%
maulida	12,345,133,771	100%
samiwhyte	485,375,195	3.5%
darmawan	64,555,226	10.5%
ashiniki	70,335,612	100%
nessyquel	1,014,238,940	35%
ponpase	185,713,662	7%
massivevibration	3,534,727,994	5%
markjason	1,089,462,221	35%
masterwu	236,755,678	7%
jake770	67,876,546	100%
playitforward	10,344,659,262	10.5%
tach	2,212,668,763	7%
critic-on	6,198,094,887	35%
insemen	65,207,561	100%
penauthor	109,306,221	1.75%
mrblinddraw	15,447,590,365	31.5%
animagic	400,527,411	35%
lorax4096	735,017,742	100%
steemlink	571,686,408	100%
teo-nyx	27,758,382,087	32%
zord189	1,943,703,169	3.5%
sam.hsuu	726,224,710	3.5%
jusipassetti	1,103,665,119	8.75%
nanastraybutt	145,673,316	3.5%
jose27117	154,358,885	10.5%
notimetospace	479,905,765	3.5%
hectorzs	373,492,805	100%
jaff8	5,977,910,509	7%
halleyleow	387,081,077	17.5%
spectrums	619,838,949	35%
cheneats	122,537,714	6.15%
nairadaddy	581,644,358	1.75%
agrojaya	857,659,710	17.5%
jeffbernst	1,453,220,929	7%
blinks	755,090,530	35%
asyrafahamed	436,363,581	10.5%
imnotasenuelo	82,829,392	17.5%
siren87	133,823,917	10.5%
numero	458,964,135	100%
crypto3d	1,234,989,531	3.5%
adamzi	68,145,746	5.25%
mashiliyanage	391,475,594	17.5%
ehf	50,176,591	7%
sndbox-alpha	443,731,883,310	35%
kaeo	204,888,681	35%
rinbird	205,762,401	35%
eightbitfiction	76,626,862	17.5%
rheyss08	82,846,360	17.5%
bulent1976	131,861,556	17.5%
srimulyani	54,893,942	17.5%
carloniere	96,492,221	35%
muzzlealem	85,557,912	17.5%
broncofan99	1,543,356,919	10%
saracampero	51,983,602	35%
apteacher	436,917,816	7%
drawmeaship	196,349,402	35%
doodlebl	76,993,699	17.5%
pharao20	55,002,295	17.5%
pinkyangel	76,407,296	17.5%