One integer is 7 more than another. Their product is 198. What are the two integers? Let x be one of the integers. The other integer then is x+7. The product of the two is 198 so: x*(x+7) = 198 x^2 + 7*x -198 = 0 Solve for x (using Quadratic formula?) and then calculate x + 7.
The equation is false, because 3
<span>4.794579</span>
Answer:
6 nights with 4 logs left over
You just plug in the x and y values
4(5) is greater than or equal to 3(6) + 2=
20 is greater than or equal to 20. so x=6 and y =5 is the answer. do you understand?
The percentages for each outcome are given as follows:
a) 34.4%.
b) 29.4%.
<h3>What is a percentage?</h3>
The percentage of an amount a over a total amount b is given by a multiplied by 100% and divided by b, that is:
P = a/b x 100%
For this problem, we already have the percentages, hence we just combine them.
For item a, he can be late in two ways, one that happens 24.4% of the time(waking up late), and the other 10%(stuck in traffic), hence the percentage is of 34.4%, as 24.4% + 10% = 34.4%.
For item b, the percentage stuck in traffic is of 5%, hence the percentage that he will be late is 24.4% + 5% = 29.4%.
More can be learned about percentages at brainly.com/question/10491646
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