Sophie germain
Can you solve 12 parenthisis 3x - 8 parentisis equals 48?
12(3x-8)=48
How is 17.2 x 40 equaled to 688.00?
17.2*40 = 17.2*(10*4) since 40 = 10*4
=(17.2*10)*4 by the associative rule for multiplication
= 172 *4
=(100+70+2)*4
= 400+280+8
= 688
There's not enough information to answer that.
You also have to know:
-- Did they both start out from the same place ?
-- Did they both start out at the same time ?
-- How long was each of the five stops mentioned ?
-- What's the distance from the starting point to the station ?
-- How long can the car keep going at 200 miles an hour ?
When were irrational numbers first used?
If you mean by 'used' when were they first discussed then that was probably the Pythagoreans of Greece around the 5th century BC. They didn't use them so much as argue about them!
The first mathematician to use them systematically was Abu Kamil Shuja ibn Aslam of Egypt, around the 9th century. He used them as solutions and coefficients of equations.
For more information please see the wikipedia article about irrational numbers.
The answer is 96. Simply add the numbers together arithmetically as you would for the problem two plus two. To check your work, a calculator is the best option.
well if you use the substitution 1/y = x the formula becomes
1/y sin(y) or sin(y)/y. Now near where y = 0 (x->infinity)
sin(y)/y is approximately 1. So does that help? I'm not sure what
the hausdorff distance is. It's been a very long time since I've taken
a math course.
What is the linear graph for y equals -x plus 3?
you can try doing -3+3, -2+3 or just substitue the "x" with numbers that go in order like 5,4,3,2,1
How do you find the root of 3x²-5x plus 1 equals 0 by quadratic formula?
a=3 b=5 c=1
D=b2-4ac
D=25-12
D=13
x=-b +- Underoot of D The whole divided by 2a.
x=-5+-Under root of 13 Divided by 6
What are some ordered pairs that the equation y equals 8x relate to?
This just means to list values of x and then plug them into the equation to find the value of y for that x.
so in (x,y) form:(1,8) (2,16) (3,24) and so on.