What is sqrt((0.72))^2(-0.609)^2 ?

The solution to sqrt((0.72))^2(-0.609)^2 is 0.26703432

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simplify sqrt((0.72))^2(-0.609)^2

simplify

(0.72)^{2} (- 0.609)^{2}

0.26703432

Solution steps

(0.72)^{2} (- 0.609)^{2}

(0.72)^{2} = 0.72

= 0.72 (- 0.609)^{2}

Apply exponent rule:

(- a)^{n} = a^{n},

n

is even

(- 0.609)^{2} = 0.60 9^{2}

= 0.72 \cdot 0.60 9^{2}

0.60 9^{2} = 0.370881

= 0.72 \cdot 0.370881

Multiply the numbers:

0.72 \cdot 0.370881 = 0.26703432

= 0.26703432

e^{- t} sin (tw + θ)

e^{- (- 3 - 0.02067)^{2}}

x \frac{1}{2} (x) (2.15)^{2}

\frac{1}{3} π^{3} x^{2} 2 x

\frac{109}{21}

What is sqrt((0.72))^2(-0.609)^2 ?
The solution to sqrt((0.72))^2(-0.609)^2 is 0.26703432