Given sin x=24/25, determine all possible values of sin x/2.

Given sin x=24/25, determine all possible values of sin x/2.

solve for x by factoring out where 0 < (or equal to) x < (or equal to) Pi/2 sin^2x-sinxcosx=0. I really need some help. I think I did it right, but I'm unsure...

this is exactly how its asked on my paper please help

A pizza delivery driver can see his destination on top of a mountain at an angle of elevation of 23 degrees. if he is 22 miles away from the house, what is the altitude of the house on top of the...

cos(4θ)-cos(6θ) on the interval 0≤θ<2π

If sin(A) = 0.63 and cos(A)<0, determine: cos(A), sin(2A), cos(2A), tan(2A). What quadrant is 2A in?

Thank you so much! I appreciate it.

∫(x^2)/((16-x^2)^(3/2))dx I keep on getting the wrong answer.

∫(√x^2-81)/(x^4)dx I can't seem to figure out this problem. Please help.

I'm trying to find the refrence number for each value. T=4 And T=7pi

trigonoemetric functions (-1,7),(0,2),(-3,3)

If sin(x) = 1/4 and x is in quadrantI,find the exact values of the expressions without solving for x. (a) sin(2x) (b) cos(2x) (c) tan(2x)

identify the asymptotes in the equation, h(x) = 4 sec( π/ 4 (x + 1)).Enter your answers as a comma-separated list of equations

can someone please explain why the answer can be -8

Ok so on a math work sheet we had a problem where there was two side lengths of a triangle, 63 and 91. The third side was only described as being traveled across by a plane with an average of 300mph...

Andreia and Carlos left the airport at the same time. I'm Draya flew at a hundred and ninety miles per hour on a course with a bearing of 80 degrees and Carlos flew at 230 miles per hour on a course...

Find the solutions for the equation 7sin^2 theta - 9 cos2 theta = 0 for 0 < or equal to theta < 360 degree.

A blimp provides aerial television views of a football game. The television camera sights the stadium at a 7° angle of depression. The altitude of the blimp is 400 meters. Which of the following is...

A tower has been constructed on the bank of a long straight river. From a bench on the opposite bank and 50 m downstream from the tower, the angle of elevation of the top of the tower is 30°...

A tower has been constructed on the bank of a long straight river. From a bench on the opposite bank and 50 m downstream from the tower, the angle of elevation of the top of the tower is 30°....

2cosx - secx = cosx - tanx/cscx