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heyhay5748
25.09.2021 •
Mathematics
Calculate distance between the points. Round to the nearest hundredth.
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Ответ:
Solution given:
L
=(0,-9)
B
=(5,-4)
By using distance formula
distance:![\sqrt{(x_2-x_1)²+(y_2-y_1)²}](/tpl/images/2477/5607/b4c90.png)
=![\sqrt{(5-0)²+(-4+9)²}](/tpl/images/2477/5607/ee9e9.png)
=![\sqrt{25+25}](/tpl/images/2477/5607/9f7d2.png)
=![\sqrt{50}](/tpl/images/2477/5607/6c634.png)
=7.07 or 7 units
distance between the points is 7 units.
Ответ:
B. 3m^6 - 3m^3 - 2m^2
Step-by-step explanation:
Step 1: (6m^8 - 6m^5 - 4m^4)/2m^2
Step 2: (6m^8/2m^2) + (-6m^5/2m^2) + (-4m^4/2m^2)
Step 3: 3m^6 - 3m^3 - 2m^2
1) Given equation
2) You can imagine this fraction as (6m^8 - 6m^5 - 4m^4) multiplied by 1/(2m^2), so you can think of it like multiplying a monomial by a trinomial where you multiply the monomial by each term. In this step you multiply 1/(2m^2) by each of the terms in the trinomial.
3) In this step, you divide the terms in the parenthesis. You first divide the constants (ex: 6÷2=3 in (6m^8/2m^2)), and then you divide the variable exponents (ex: m^8÷m^2=m^6 in (6m^8/2m^2)).