yzafer3971
26.06.2019 •
Mathematics
The number of fish in a lake deceased by 25% between last year and this year.last year there were 60 fish in the lake. what is the population this year?
Solved
Show answers
More tips
- G Goods and services How to choose a washing machine?...
- F Family and Home Is it Worth Knowing the Gender of Your Child Before Birth?...
- H Health and Medicine Mercury Thermometer Danger: What to do when a thermometer breaks?...
- F Food and Cooking How to cook crayfish? Everything you need to know...
- G Goods and services LED-подсветка в LCD-телевизорах: 5 причин, почему она лучше других технологий...
- P Photography and Videography Understanding HDR: How It Works and Why You Need It...
- G Goods and services Which TV is better - LCD or Plasma?...
- S Sport How to Learn to Pull Up on Monkey Bars?...
- L Leisure and Entertainment Scrapbooking: What is it and Why is it Becoming More Popular?...
Answers on questions: Mathematics
- M Mathematics Myles had 185 songs in his music library. he then purchased an additional 30 songs. to the nearest percent, what was the percent increase in the number of songs in myles’s...
- M Mathematics PLEASE HELP picture of question and possible answers are below!...
- M Mathematics a line has a slope of 2 and passes through the point (8,9). what is the equation in slope intercept form...
- M Mathematics Assume f(x)=-2x+18 and g(x)=3x. what is the value of (f+)?...
Ответ:
The population decreased by 25% which means there is 75% of the population left ( 100% - 25% = 75%)
Multiply last years population by 75%:
60 x 0.75 = 45 fish this year.
Ответ:
D. v equals the square root of quantity z times the sum of w plus z end quantity
Step-by-step explanation:
We will use pythagoras theorem to solve this question. According to ΔABD, side AB is the hypotenuse of the triangle while AD and BD are the opposite and adjacent sides.
From ΔABD, v² = z² + y² ... 1
Also from ΔABC, side AC is the hypotenuse, AB and BC are the opposite and the adjacent side. Since AC = w+z, AB = v and AC = x, then;
AC² = AB²+BC²
(w+z)² = v²+x²
v² = (w+z)² - x² ... 2
Also, from ΔBCD, x² = y²+w²... 3
Substituting equation 3 into 2 will give;
v² = (w+z)² - x²
v² = (w+z)² - (y²+w²) ... 4
Equating 1 and 4
z²+y² = (w+z)² - (y²+w²)
z²+y² =w²+z²+2wz - (y²+w²)
z²+y² =w²+z²+2wz - y² - w²
z²+y² = z²+2wz - y²
2y² = 2wz
y² = wz ... 5
From equation 1; v² = z² + y²
substituting eqn 5 into 1;
v² = z²+wz
v = √z(w+z)
Hence the correct expression of v in words is 'v equals the square root of quantity z times the sum of w plus z end quantity'