Posted by **trig** on Friday, May 8, 2009 at 2:54pm.

Give the exact intersection point for the equations f(x)=4sin^2x+7sinx+6 and g(x)=2cos^2x-4sinx+11

Ok, my result is that there is no intersection point because if you put f(x)=g(x) and try to solve for x or the intersection point, the LS f(x) is not possible, so there is none?

OK can someone just clarify for me if I have this right? Explain please thanks!

## Answer this Question

## Related Questions

- Algebra111111!!! - Choose the ordered pair that is a solution to the system of ...
- Vectors - I am really lost and confused! Consider the lines r = (1,-1,1) + t(3,2...
- Math-Linear Systems - Determine the point of intersection. (a) y = 4x + 6 y = -x...
- Math - Find the point of intersection between y=2-(1/2)x and y=1+ax. (a=alpha ...
- Math - Find the intersection point. 3x+2y = 3 2x+10y = -5 I put them into y=mx+b...
- math ASAP - Find the point of intersection L1: r(t)= (-5 + 3t)i + (1+t)j L2= r(s...
- Calc - When you are solving for the point of intersection between planes do you ...
- Calc - Two commercial airplanes are flying at an altitude of 40,000 ft along ...
- Calc - Two commercial airplanes are flying at an altitude of 40,000 ft along ...
- calculus - Two commercial airplanes are flying at an altitude of 40,000 ft ...

More Related Questions