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Question about Sharp Office Equipment & Supplies

...**square** root (2). So in this triangle, the **sin** 45 degrees is 1/**square** root 2 or 0.7071. **Sin** **square** 45 is really **sin** 45 **square**d. So we get our answer 0.7071 and **square** it, and we get 0.5. Good luck. ...

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...**square** **sin**(3), press: ( **sin** 3) )^ 2 1) Selecting the **sin**/cos/tan key results in **sin**( or cos( or tan( being displayed on your computer, 2) press [in succession] x,). Your calculator should now be ...

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**sin** **square** how do i typing in for y1= **sin**^2(x-2) I cant put a **square** right after the **sin** **sin**^2(x+2) is the same as (**sin**(x+2))^2

how do you **square** a cosine on ti-84 plus You need to enclose the whole function in parentheses, then **square** it. **sin**^2(X) shoulld be entered as **sin**(x)***sin**(x) or (**sin**(X))^2

...**square** of **sin** x is commonly written as **sin**^2(x) ,the **square** of any other function is written as f(x) ^2 . For example, you wouldn't write ln^2(2) if you mean the **square** of the natural ...

Question about Casio Office Equipment & Supplies

...**square**. So 4[x][(] [**SIN**][(] 60 [)] [)] [Xto the 2] [=] result is 3/ **Sin**ce you do not say what model you use, what I entered may not be appropriate: the parentheses inside the **sin**e function may not be ...

...**square** of **sin**e of x. It's normally written as **sin**^2(x) when it actually means (**sin**(x))^2. Enter the powers of trig functions as in the second form of the previous sentence, and you should have no ...

**sin**(75)*16 my answer should be 15.45 but instead i get something else like 4 (**square** root of 3 + 1)***square** root of 2. Im going crazy dont know whats wrong, it also does it for cosine and tangent!!!!!!

Question about Texas Instruments Office Equipment & Supplies

...**SIN**]. The same is true for arcosine [2nd][COS], and arctangent [2nd][TAN]The inverse of the **square** functions [x^2] is the **square** root function [2nd][x^2]Inverse of x^3 is cubic rootThis is just a ...

Question about Texas Instruments Office Equipment & Supplies

...which is equal to **square** root of 30^2+10^2=31.6 cm. **Sin**(a)=longer cathetus/hypotenuse=0.949 so a=arcsin(0.949)=71.6 degrees Finally b=90-a=18.4 degrees. If this was helpful please rate 4 thumbs

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