Answer:
5(3) 5(2)
Step-by-step explanation:
You would use the distributive property by doing
5(3) 5(2)
15 + 10
25
The algebraic expression of the part A is 6+7x. And the verbal expression for 3*(n+8) is "the triple of the sum between the numbers n and 8".
<h3>
Linear Expression</h3>
A linear expression can be represented by a line. The standard form for this equation is: y=ax+b , for example, y=2x+7.
First, you should choose a variable for unknow number. Here, the variable will be x. Then, 7 times a number can be represented for 7x.
The word <em>more </em>will be represented for the add symbol (+). Thus,
the algebraic expression is 6+7x.
The expression 3*(n+8) can be represented for the sentence:
The triple of the sum between the numbers n and 8.
Learn more about the algebraic expression here:
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Answer:
165.628° (The 8 has a line over it signalizing that it repeats forever, but I didn't know how to put it in.)
Step-by-step explanation:
Since 165 is whole number, it is a full degree. Since each minute is equal to 1/60 degrees, you need to multiply 37 by 1/60. Since each second is equal to 1/3600 degrees, multiply it 1/3600 by 44. Add them all together.
165 + 37 x 1/60 + 44 x 1/3600
simplify: 74533/450
Convert the fraction into a decimal by dividing the numerator by the denominator and you get 165.628° (with a repeating 8).
Answer:
62.8% OR 0.628
Step-by-step explanation:
11 hours playing video games
11 hours on the Internet
11 + 11 = 22
5 hours of free time each day
7 days in a week
5 x 7 = 35
22/35 hours are spent
That is 0.62857142857 or I just mathmatically rounded to 0.628
0.628 into a fraction is 62.8%
Answer:And Explanation
Initially the number of rabbits in the preserve are: 6
After one year the population of rabbits are doubled this means that the population of rabbits at the end of one year is: 2×6=12
Again after one year the population of rabbits are doubled this mean that at the end of second year the population of rabbits are: 12×2=24
and at the end of third year the population of rabbits is: 24×2=48
Hence, the points are plotted as follows:
(0,6)
(1,12)
(2,24)
and (3,48)
We know that the y-intercept is the point where x-value is zero.
Hence, here we have y-intercept at (0,6
