The product of the terms zw is 76{ cos(3π/16)+i sin (3π/16) }.
Given that,
The equation are z = 38[cos(π/8)+i sin(π/8)] and w = 2[cos(π/16)+i sin(π/16)]
We have to find the product of the zw.
<h3>Whatis product?</h3>
Finding the product of two or more numbers in math is done through multiplication. It is a fundamental mathematical operation that is frequently applied in everyday situations. When combining groups of similar sizes, we use multiplication.
Take the equation,
zw= (38[cos(π/8)+i sin(π/8)])×(2[cos(π/16)+i sin(π/16)])
zw=(38×2){Cos(π/8+π/16)+i sin(π/8+π/16)}
zw= 76{ cos(3π/16)+i sin (3π/16) }
Therefore, the product of the terms zw is 76{ cos(3π/16)+i sin (3π/16) }.
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Answer: No
Explanation: According to me, if you use the pythagorean formula which includes the formula of a right triangle. If you hold 7 and 14then the resulted length should have been 15. And if you place different positions like that, then none of the length comes the same so we can conclude that none of the sides have a right angle. However there is a possibility to have a right angle in a scalene triangle but it is unlikely here or most probably no.
I just graphed the table next to the graph of g and compared the two.
The y-intercept of f is (0,8) and the y-intercept of g is (0, -2). So f is GREATER THAN the y-intercept of g.
Now to do the average rate of change, I see from the interval [-6,-3] that f is decreasing and for g it is increasing. Thus f is LESS THAN the average rate of change of g.
8x-4y=24, 2x-y=6, y=2x-6
so, 4x-6(2x-6)=28
x=1
y=-4
Hope that answer can help you!