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#301 Re: Help Me ! » Simplify the following: » 2014-08-24 04:16:19

I think you want me to say; (xy^1/2 - x^1/2)
But I have in mind that the 'x'(the x which is outside of bracket) is raising to the power 1, but the 1 is not clearly written and that I am thinking my answer at 287 is correct, what do you say?

#302 Re: Help Me ! » Simplify the following: » 2014-08-23 05:37:39

See line 4, there is one 'x'  behind log2 and another 'x' behind log3, why didn't you add those xs so that it would have been 2x.

Please check these for me:

x( y^1/2 - x^1/2)
= (xy^3/2 - x^3/2)
Is my answer correct?

#303 Re: Help Me ! » Simplify the following: » 2014-08-22 22:55:57

Please answer my question at #282,  if it is unintelligible please tell me

#304 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-22 22:42:28

Please,  I just dont know much about rhombus that is why I am asking that question, please help me clear my doubts.

Many thanks

#306 Re: Help Me ! » Simplify the following: » 2014-08-22 22:16:04

Besides, there was two 'x' as in xlog3 + xlog2, And you didn't add those two x to be '2x', or in other words, why didn't you add those x's to be 2x after you divided log2 by log3 + log2, do you understand my question?

#307 Re: Help Me ! » Simplify the following: » 2014-08-22 22:03:54

bobbym wrote:

Okay, I will provide the steps:

Take the log of both sides.

Add log(2) to both sides.

Divide both sides by ( log(2) + log(3) ).

And we are done.


Hi

Initially there was no addition sign[+] but in the course of manipulation you happen to bring an addition sign instead of the multiplication sign.
Please, explain why
thanks

#308 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-22 03:02:03

But is there any angle like obtuse in a rhombus? I was thinking that all the angles are acute and 115.9 and 64.1 could be the answer, please is 115.9 not the required answer? Please explain why 115.9 is not the required answer if you think so.

Many thanks!

#309 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-19 06:47:37

Thank you Bob!
I have drawn it, per your directions, and named them ABCD  starting from the top of the vertical line then going clockwise. I have calculated for  angle BAD and had 115.9° as the answer. Suprisingly, the book has 64° as the answer. In truth, the book calculated for angle ABD. Please which one is the correct answer and why? Please, you could calculate it and see what I am talking of
Thanks Bob.

#310 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-17 05:35:46

The following is a new question, and please I want you to help me understand it properly.

(1) The diagonals of a rhombus are 5 cm and 8 cm long. Find
(i) the acute angle between the sides.
Please,  draw a rhombus and solve this, that I could ask a question because the book's steps of solving it puzzles me. Please help me
Thank you.

#311 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-17 05:12:23

Thanks for answering, but the obtuse angle is also between its diagonals? (that's how I see it).
Thanks Bob!

#312 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-16 09:26:16

I am now grasping it,  Bob your explanation is excellent!
I was thinking that, after one has gotten the final answer one must states that, angle AEB = 36.2, angle BEC = 2.3, angle AED = 2.3, DEC = 36.2. This is to show the angles that exist between the diagonals just to answer exactly the question's demand, or you think writing the angles wouldn't be necessary?
(those figures were just guessed by me)
Thank you very much Bob!

#313 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-14 20:48:57

Why the acute and obtuse angles will add up to 180? Please clarify it.
Thank you

#314 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-13 06:25:45

Thanks Bob.

So, after I have gotten the angle at the red dot and have multiplied it by 2, do I need to work out for the angles of the three triangles in the same way by drawing a line through each triangle and then calculate for each angle in order to fit the question's demands?

#315 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-12 01:53:56

Again,
Does it need all the four angles created by the  rectangles' diagonals at the center?

#316 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-12 01:23:15

Thanks Bob! I must ask few questions concernin the above, but let me put this across, in fact a book I am using now has the following question and its final answer confuses me;
(1) A rectangle measures 15 cm by 20 cm. find
(i) the angle between its diagonals

How to get the answer confuses me.  Please could you draw a rectangle for me to see,  and then use it to calculate for the diagonals?
Thanks

#317 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-10 08:22:47

Brilliant Bob!
Finally, 'subtends' = makes. Thank I have now understood it meaning properly!
Again, why is it that rectangles diagonals do not bisect at right angles? To me, it seems they bisect at right angles, what do say Bob?
Again, is it always true that, all interior angles of triangles add to 180°?
Thanks

#318 Re: Help Me ! » The circumference vs. area of a circle. » 2014-08-10 06:58:52

Thanks Bob, I had miscalculated it, but now I have grasped the difference. But what is the meaning of SUBTEND when used in geometry or mensuration? For instance if an angle subtends another angle.
Could you please give an illustration with explanation of 'an angle subtending another' In order that I could understand its meaning properly?
Many thanks!

#319 Help Me ! » The circumference vs. area of a circle. » 2014-08-08 01:22:17

EbenezerSon
Replies: 21

- What is the circumstance of a circle with 14cm as its radius?
taking pie to be 22/7.

When one calculates for the solution of the above, he will realise that,  the answer is the same as calculating for the area of a circle.
My problem is why the formula for calculating the circumference is almost the same as that of a circle, and in many cases the answers seem to be the same.

#320 Re: Help Me ! » Change your subject. » 2013-11-17 20:26:59

Hi, bobym.

Look the link you provided at page 4 concerning the square roots signs.
It says so:

When two numbers are multiplied within a square root, you can split it into a multiplication of two square roots.
But only when X and Y are both greater than or equal to 0.
My question is:

Which figure is equal to zero before  the splitting will be possible?



wave

#321 Re: Help Me ! » Change your subject. » 2013-11-15 03:52:23

Thanks for that!

But when 9 is in a square root sign it gives two answers i.e -3 and 3.
if the positive number is the principal square root what name is also given to the -3?

#322 Re: Help Me ! » Change your subject. » 2013-11-15 03:10:06

Please do you have an idea as to why it is called complex or imaginary?

#323 Re: Help Me ! » Change your subject. » 2013-11-15 02:55:59

Okay, finally finally.
If I am getting
the whole thing, The square root of 9 is 3 and -3.
the 3 is the prıncipal square root whereas the negative square root -3 is complex or imaginary square root, am I correct?
Please confirm.

#324 Re: Help Me ! » Change your subject. » 2013-11-15 02:38:34

Okay, what name do we give to a negative square root of a number? Since the positive root number has a name.

Thanks in advance.

#325 Re: Help Me ! » Change your subject. » 2013-11-14 21:33:04

Hi,

I have browsed the link you provided, but couldn't distinguish the principal square root sign from the square root sign.

Some help.

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