if secQ - tanQ = x, then tanQ is
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Step-by-step explanation:
secQ-tanQ=x
sec²Q - tan²Q =x
(secQ-tanQ)(secQ+tanQ)=1
x(secQ+tanQ)=1
secQ+tanQ=1/x
secQ-tanQ =x
on subtracting both eq.
2tanQ= (1/x)-x
2tanQ= (1-x²)/x
tanQ= (1-x²)/2x
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