seunlly:

The question of course.

Kentorm441:
Please, I want Mathematics scholars to solve this question for meTake this
Find x & y
If x^x^x=log3 and
x^y^y=log8.

seunlly:
gurus help me out I'm half way

celenas:
Good day everyone.. Pls who can help me dissolve this mathematics.. Thanks

rjek:
Who can help me solve this step by step?

baum1:


Good luck with your plan. Just don't go too wide.

Ask those who came close what they would have done if they were to start all over again.

BEd is tough. Take courses from science and then take from education, not easy.

When you achieve your aim, send me an email again. With a first class in math edu, and the help of the Lord, I can place you into a university of your choice. Think Harvard, Oxford, Cambridge, MIT. And yes, I mean it.

So, go fight like a lion and achieve your goals.

Icosahedron:



Alright, I'll be sharing with you my Calculus assignments then if you UNIBEN accepts me since I don't like Calculus.

As for the problems above, I didn't have answers to them when I shared the problem on this forum, it was an exercise in a textbook I was reading for Trigonometry.

Icosahedron:
Let ABC be a triangle, prove that

(a+b+c)[tanA/2 + tanB/2] = 2cotC/2

Icosahedron:
Given that
sinA + sinB = x and
cosA + cosB = y

To solve this systems of equations. Sqaure both systems to obtain

sin²A + 2sinAsinB sin²B = x² (*)
cos²A + 2cosAcosB + cos²B = y² (**)

adding we obtain

2 + 2(sinAsinB + cosAcosB) = x² + y²
or
2 +2(cos(A-B)) = x² + y²

*** cos(A-B) = (x² + y² - 2)/2

Complete the solution thankyoujesus and you shall obtain similar argument for tan(A-B) and use the half-angle identity to obtain the value of tan(A-B)/2 and then proceed to solve the original problem.

holuwajobar:
Chop this simple math

4^x=8x......

Show workings....am nt interested in ur guess...

Icosahedron:



That is a terrible way to approach the problem. I believe they are more sophisticated identities that could bail you out.

Icosahedron:
Prove that

(cosA + cosB)² + (sinA - sinB)² = 4cos²(A+B)/2

DrinkWater10:
Please I need urgent solution to this math problem.
Using first principle derive e^x

Icosahedron:
Given that
sinA + sinB = x and
cosA + cosB = y

find the values of cos(A+B)/2 and sin(A+B)/2

and hence or otherwise, evaluate tan(A+B)/2

masperano:
can you solve this geometry problem for 6th grade in China.

masperano:


You forgot that after subtracting the area of the two circles from the area of the rectangle, you are left with areas of the corners of the rectangle and areas above and beneath where the circles are tangent to each other. So not so easy!

masperano:
can you solve this geometry problem for 6th grade in China.

CondomSir:
After writing utme for three years, i decide to go for a less competitive course this year, so as not to lose this year's admission. I initially wanted to go for an engineering course but i'm jilting that for mathematics now. i can cope with anything that has to do with calculations. So, experts in the house (most especially those with a degree in mathematics), i will like to know how far it has taken you. Come in and share your stories!

quitereal6:
Hi all. Please what's the easiest way to find the value of the angle A in the equation below (without using trial and error method)

tanA - sinA = 0.083

Cc teempakguy profmathsland mathefaro thankyoujesus and all maths guru

LordSwift08:
M^N + N^M = 32, find M and N with show working

fleexee:
Utme: English, mathematics, physics and any of chemistry, further maths and biology. Economics and geography are not recognized as science subject in UI

Olevel: English, Mathematics, physics, biology, further maths, chemistry or Geography.

Am a graduate of statistics from there and a stand a chance to tell u am right..... Recte Sapere Fons...

mathefaro:
Hmm! Boss! You dey scare me o

logadims:
how's school?

candylips:
Maths geniuses can someone convert this Euler equation

x^2y'' (x) - 2xy' (x) + 2y (x) = 4x^3

to a constant coefficeint problem and show that the solution is given by

y (x) = Ax + Bx^2 + 2x^3.

Nelsonzeno:
I jst got admission to study maths @ ui bt I wnt 2 write jamb again nd apply 4 ui..iz DT possible ??

DrHost:
it been a while

DrHost:
can you recollect this username