In this problem, you are tasked to find the value of x.
-12 = 3x + 3
This is the same as:
3x + 3 = -12
You have to transpose the 3 to the other side to solve the
equation.
3x = -12 – 3
3x = -15
x = -5
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:
21.25
Step-by-step explanation:
you would multiply 25 by 0.15 to get the percent being taken off then subtract that from your original price
Answer:
75898386
Step-by-step explanation:
The intervals refer to the x values where the function (graph) is increasing which means the y values are getting larger from left to right. Parantheses are used not brackets (parantheses means it doesn't include the value and brackets mean it does) so here the intervals would be
( negative infinity , -3)U( -3, 0 )
