Evaluate the following expression for x = 3 and y = 4: x2 + y 2 =
1 answer:
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Given the compound inequality:
Let's find the equivalent form of the inequality.
To find the equivalent form, let's simplify the inequality.
SInce it is a compund inequality, we are to seperate the inequalities.
Simplify the first two inequalities, then simplify the last two inequalities.
We have:
First two inequalities: -44 > -2x - 8
Last two inequalities: -2x - 8 ⩾ -8
Let's simplify both
Therefore, the equivalent form is:
ANSWER:
There are several other was to write this number:
In words: Fifteen Thousand, Four Hundred and Nine.
In scientific notation:
In binary: 0b<span>11110000110001
In hexadecimal: 0x</span><span>3C31</span><span>
In prime factorization:
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In words: Fifteen Thousand, Four Hundred and Nine.
In scientific notation:
In binary: 0b<span>11110000110001
In hexadecimal: 0x</span><span>3C31</span><span>
In prime factorization:
</span>