K kasser New Member Joined Jun 7, 2014 Messages 18 Gender Undisclosed HSC N/A Jun 13, 2014 #1 How would you simplify 2cos(pi/4 + theta)cos(pi/4-theta)? The overall answer should be cos squared theta - sin squared theta = cos2theta
How would you simplify 2cos(pi/4 + theta)cos(pi/4-theta)? The overall answer should be cos squared theta - sin squared theta = cos2theta
anomalousdecay Premium Member Joined Jan 26, 2013 Messages 5,766 Gender Male HSC 2013 Jun 14, 2014 #2 expand both sections. You get 2[cos(pi/4)cos(theta)-sin(pi/4)sin(theta)][cos(pi/4)cos(theta) + sin(pi/4)sin(theta)] Then you expand again then simplify and you get the final result.
expand both sections. You get 2[cos(pi/4)cos(theta)-sin(pi/4)sin(theta)][cos(pi/4)cos(theta) + sin(pi/4)sin(theta)] Then you expand again then simplify and you get the final result.
Trebla Administrator Administrator Joined Feb 16, 2005 Messages 8,401 Gender Male HSC 2006 Jun 14, 2014 #4 kasser said: How would you simplify 2cos(pi/4 + theta)cos(pi/4-theta)? The overall answer should be cos squared theta - sin squared theta = cos2theta Click to expand... Another approach is to note that Let and the result follows
kasser said: How would you simplify 2cos(pi/4 + theta)cos(pi/4-theta)? The overall answer should be cos squared theta - sin squared theta = cos2theta Click to expand... Another approach is to note that Let and the result follows
aDimitri i'm the cook Joined Aug 22, 2013 Messages 505 Location Blue Mountains Gender Male HSC 2014 Jun 14, 2014 #5 Trebla said: Another approach is to note that Let and the result follows Click to expand... This is what i was going to suggest Products <--> Sums = winning
Trebla said: Another approach is to note that Let and the result follows Click to expand... This is what i was going to suggest Products <--> Sums = winning
Squar3root realest nigga Joined Jun 10, 2012 Messages 4,927 Location ya mum gay Gender Male HSC 2025 Uni Grad 2024 Jun 14, 2014 #6 aDimitri said: This is what i was going to suggest Products <--> Sums = winning Click to expand... not really in any of the hsc maths syllabus' but does come in handy
aDimitri said: This is what i was going to suggest Products <--> Sums = winning Click to expand... not really in any of the hsc maths syllabus' but does come in handy