Ask a New Question

Question

Range of
4cos^6x+(1/2)
4 years ago

Answers

oobleck
since cos(x) has a range of [-1,+1], so does cos^6(x)
So this function has a range of [1/2 - 4, 1/2 + 4]
4 years ago

Related Questions

sin^4cos^2x=(1/16)(1-cos 2x)(1-cos4x) work one 1 side only! y=4cos(3x-2(3.14)) Let f(x)=4cos^5x. Find f'(x) I need a graph for y = 3 - 4cos pi/5(x - 1) 4cos(2x)+2cos(x)+3=0 sin(4x)/sin(x)=4cos(x)cos(x) verify the identity (3-4cos(2x)+cos(4x))/(3+4cos(2x)+cos(4x))=tan^6(x) If sin(x) = 4cos(x), then what is (sin(x))*(cos (x))? 9. 4cos 0 + 1 = 2cos A. 2π3 , 4π/3 B. π/6, 5π/6 C. 7π/6 , 11π/6 D π/3 , 6π/3 Given that 4cos& + 3sin& =5. Find the value of sin &
Ask a New Question
Archives Contact Us Privacy Policy Terms of Use