Qual e a medida do menor ângulo formado pelos ponteiros das horas e dos minutos?

Camila diz:

November 10th, 2011 por 17:53

1-Para cada hora o ponteiro das horas move-se :360 / 12 = 30˚
2-Para cada minuto o ponteiro das horas move-se :360˚/12h*60min = 0,5˚/ min
3-Para cada minuto o ponteiro dos minutos move-se o equivalente a : 360˚ / 60 min = 6˚/min
 5h 12 min1- 5h * 30˚ = 150˚2- 12min * 0,5 = 6˚3 – 12min * 6 = 72˚Logo o menor angulo = (150˚ + 6˚) – 72˚ = 156˚ – 72˚ = 84˚

Irving diz:

October 12th, 2020 por 22:30

Neat blog! Is your theme custom made or did you download
it from somewhere? A theme like yours with a few simple adjustements would really make my blog shine.
Please let me know where you got your design. Thank you

Gus diz:

October 13th, 2020 por 07:08

Hello there, I discovered your site by way of Google while
looking for a similar subject, your site got here up, it
looks great. I have bookmarked it in my google bookmarks.

Hello there, just was alert to your weblog via Google, and located that it’s truly informative.
I am gonna be careful for brussels. I’ll be grateful when you continue this in future.
Many people will probably be benefited out of your writing.
Cheers!

Fanny diz:

October 13th, 2020 por 11:23

Hi would you mind letting me know which hosting company you’re working with?
I’ve loaded your blog in 3 completely different internet
browsers and I must say this blog loads a lot quicker then most.
Can you recommend a good hosting provider at a honest
price? Many thanks, I appreciate it!

Fannie diz:

October 13th, 2020 por 19:51

This is really interesting, You are a very skilled blogger.
I have joined your rss feed and look forward to in the hunt for
extra of your great post. Additionally, I’ve shared your site in my
social networks

Sean diz:

October 14th, 2020 por 00:14

Hello! This is my first comment here so I just wanted to
give a quick shout out and say I truly enjoy reading through your posts.
Can you suggest any other blogs/websites/forums that cover the
same topics? Thanks for your time!

Ursula diz:

October 14th, 2020 por 00:30

Hmm is anyone else experiencing problems with the images on this blog
loading? I’m trying to determine if its a problem on my end or if
it’s the blog. Any suggestions would be greatly appreciated.

Gregorio diz:

October 14th, 2020 por 00:59

Do you mind if I quote a few of your posts as long as I provide credit
and sources back to your weblog? My blog site is in the very same area
of interest as yours and my users would certainly benefit from
a lot of the information you present here. Please let me know if this okay with you.
Many thanks!

Maxwell diz:

October 14th, 2020 por 22:04

Thank you, I have just been searching for info approximately this
subject for a while and yours is the greatest I have discovered so far.

However, what concerning the bottom line? Are you certain about the supply?

Irma diz:

October 15th, 2020 por 07:35

I delight in, cause I found exactly what I was looking for.
You’ve ended my 4 day long hunt! God Bless you man. Have a
nice day. Bye

Judson diz:

June 13th, 2021 por 23:58

Have you ever considered about including a little bit more than just your articles?
I mean, what you say is fundamental and all. However think
of if you added some great images or videos to give your posts more, “pop”!
Your content is excellent but with images and clips,
this blog could certainly be one of the best in its niche.

Wonderful blog!

Ashleigh diz:

June 18th, 2021 por 07:42

I got this web site from my friend who informed me on the topic of this
site and now this time I am browsing this web site and reading very informative articles here.

viagra 25 diz:

June 20th, 2021 por 11:31

acheter viagra pharmacie [url=https://apistampbook.com/#]comment obtenir du viagra [/url] viagra generique pharmacie en ligne viagra ou commander

buy cialis online diz:

June 20th, 2021 por 20:42

cialis 20mg achat [url=https://whimsicalallure.com/#]cialis 20mg sans ordonnance en france [/url] acheter du cialis en ligne en france ou acheter du cialis a nantes

Qual e o menor ângulo dos ponteiros das horas e dos minutos?

Qual o menor ângulo formado pelos ponteiros das horas e dos minutos de um relógio que marca 13h 15 min?

Qual e a medida do menor ângulo formado pelos ponteiros de um relógio quando ele marca 4?

Qual e a medida do menor ângulo formado pelos ponteiros de um relógio quando ele marca 3 horas?