What is 9.81(sin(57.3r)ad-0.11*cos(57.3r)ad) ?

The solution to 9.81(sin(57.3r)ad-0.11*cos(57.3r)ad) is 9.81adsin(57.3r)-1.0791adcos(57.3r)

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simplify 9.81(sin(57.3r)ad-0.11*cos(57.3r)ad)

simplify

9.81 (sin (57.3 r) a d - 0.11 \cdot cos (57.3 r) a d)

9.81 a d sin (57.3 r) - 1.0791 a d cos (57.3 r)

Solution steps

9.81 (sin (57.3 r) a d - 0.11 cos (57.3 r) a d)

Expand

9.81 (sin (57.3 r) a d - 0.11 cos (57.3 r) a d) : 9.81 a d sin (57.3 r) - 1.0791 a d cos (57.3 r)

= 9.81 a d sin (57.3 r) - 1.0791 a d cos (57.3 r)

\frac{d}{d v} ((p) ((p + \frac{9.5}{v ^{2}}) (v - 9.8)))

\frac{z ^{3} + 2 z}{( z - a ) ^{3}}

(5 x - 3) \cdot (5 x + 3)

(cos (θ) - (e^{θ}) sin (θ))^{2}

(3 x + \frac{π}{3}) \cdot (\frac{3 π}{4} - 2 x)

What is 9.81(sin(57.3r)ad-0.11*cos(57.3r)ad) ?
The solution to 9.81(sin(57.3r)ad-0.11*cos(57.3r)ad) is 9.81adsin(57.3r)-1.0791adcos(57.3r)