SOLUTION: Determine the value of tan⁡〖45°-tan⁡〖30°〗 〗/(1-tan⁡〖45° .tan⁡〖30°〗 〗 ) . Find the volume ratio o

Algebra.Com
Question 696618: Determine the value of tan⁡〖45°-tan⁡〖30°〗 〗/(1-tan⁡〖45° .tan⁡〖30°〗 〗 ) .
Find the volume ratio of a cube with 14 cm edge and its inner sphere.
Observe the following banner
Great Sales!!! Get 10% + 10%
Discount for all items this weeks!!



According to the above banner, an item with $ 100 marked price is sold at $ 81. Use the information in the banner to answer question no. 3.a and 3.b below.
3. a Janet has only $ 150, what is the maximum marked price she can afford? (to the nearest dollar)
3. b Another mall is offering 15% + 5% discount. Which one is better for the customer? Why?
Eight men can upload 600 kg of goods in 6 hours. How many men, working at the some rate, are needed to unload 900 kg of goods in 4 hours?
A= (■(1&2@4&3)) and B= (■(-1&-3@2&-2)).
If A = B, find X.

Answer by Alan3354(69443)   (Show Source): You can put this solution on YOUR website!
Determine the value of tan⁡〖45°-tan⁡〖30°〗 〗/(1-tan⁡〖45° .tan⁡〖30°〗 〗 ) .
It's not clear what that means.
------------------------
Find the volume ratio of a cube with 14 cm edge and its inner sphere.
The cube's volume is s^3 = 14^3 cc
The sphere's volume =

RELATED QUESTIONS

Can you prove each identity? And can you show me the solution so that I can do it next... (answered by lwsshak3)
Can you please prove it 1/(1-sin⁡χ )+1/(1+sinχ)=2sec⁡〖x... (answered by Alan3354)
Find the exact value of (Use your Unit Circle)... (answered by jim_thompson5910)
graph... (answered by addingup)
someone please help, I'm at the end of my portfolio that needs to be submitted by 2pm... (answered by rothauserc)
Prove that 〖 lim┬(x→-4) 〗⁡〖x^2=16... (answered by lynnlo)
I'm asked this question and my eyes have glazed over. Please help! (a)... (answered by Alan3354)
Help me,,, Given ∫_A▒〖[1/π(1+x^2 ) ] dx〗, where A... (answered by robertb)
prove that tan (A+30°) + cot (A-30°) = 1/sin⁡〖2A -... (answered by advanced_Learner)
a cos⁡〖θ+〗 b sin⁡〖 θ=p and a... (answered by nihar*2013)