x/acosA = y/bsinA and ax/cosA - by/sinA = a² - b² , prove that x²/a² +y²/b²=1.
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Answer:
Step-by-step explanation:
x/acosA = y/bsinA
x=yacosA/bsinA
SUBSTITUTE THE x VALUE IN
ax/cosA - by/sinA = a² - b²
YOU WILL GET
y=sinAb and x=acosA
NOW SUBSTITUE THE x and y VALUES WE GOT IN
x²/a² +y²/b²
THEN BY CANCELLATION PROCESS WE WILL GET VALUE 1
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