Question

please help.....

Answer 1

with wat?

Answer 2

Post the problem and we will be glad to assist you :)

Answer 3

27 and 3 pizzas

Answer 4

\[\cot (\sin^{-1} (\frac{ 7 }{ 25 }))\]

Answer 5

please help....im desperate

Answer 6

\(\bf cot\left[sin^{-1}\left(\frac{ 7 }{ 25 }\right)\right]
\\ \quad \\ \quad \\
sin^{-1}\left(\frac{ 7 }{ 25 }\right)=\theta\implies sin(\theta)=\cfrac{ 7 }{ 25 }\implies \cfrac{opposite}{hypotenuse}\implies \cfrac{b=7}{c=25}\)

recall that \(\bf
\)

Answer 7

hmmm

Answer 8

recall that -> \(\bf cot(\theta)=\cfrac{adjacent}{opposite}\implies \cfrac{a}{b}\)

Answer 9

Hints: Define sin x. Sin x is the ratio of ? to ?
Draw that angle x in the first quadrant. Your drawing should show that the side opposite the angle x is 7 (the opposite side), and that the hypotenuse is 25.
Calculate the third side. Use the Pyth. Thm.

Look at the resulting triangle. Review how the contangent function is defined.
then write the cotangent function, using info directly from your illustration.

Answer 10

so the answer is \[\frac{ 24 }{ 7 }\]