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Post New Question
All Questions
+0
230838 Questions
+1
687
6
+738
inequality help pls!
Solve the inequality
read more ..
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lokiisnotdead
Jun 21, 2020
0
463
1
help
Find the roots of x^2 - 20x - 69 = 0.
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Guest
Jun 21, 2020
0
327
0
PLEASE HELP!
https://web2.0calc.com/questions/please-help_67510
Guest
Jun 21, 2020
0
689
2
please help
If x, y, and z are positive real numbers satisfying the system above, then find x, y, and z.
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Guest
Jun 21, 2020
0
842
2
Geno or someone please Help!
Let n and k be positive integers such that n < 10^6 and \[\binom{13}{13} + \binom{14}{13} + \binom{15}{13} + \dots + \binom{52}{13} + \binom{53}{13} + \binom{54}{13} = \binom{n}{k}.\]Enter the ordered pair (n,k).
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Guest
Jun 21, 2020
0
527
1
help
Solve this equation
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Guest
Jun 21, 2020
+4
690
2
+185
Geometry, please help, thx!
Let WXYZ be a trapezoid with bases XY and WZ. In this trapezoid, ZXW=105 degrees, XWZ=43 degrees, and XYZ=141 degrees. Find YXZ, in degrees.
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Otterstar
Jun 21, 2020
0
528
1
+256
Combonations Help
I have 3 types of pies. Out of the three types of pies, how many ways can I pick 6 pies? Assume there are more than 6 of each pie.
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BWStar
Jun 21, 2020
-4
564
4
+12
help pls
no one stilled answered that's why I
have to post it again
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DeluxeVegan
Jun 21, 2020
0
465
1
please help!
In the figure shown we have a right trapezoid that was divided into two rectangles with areas of 56 and 14, and a smaller trapezoid with area of 9. What is the area of the blue triangle? (Image not drawn to scale)
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Guest
Jun 21, 2020
0
460
1
need help
A company hires 16 workers to finish a certain job in 18 hours. If the company wants to shorten the time to 8 hours, then how many extra workers are needed? Assume that all of the workers work at the same constant rate.
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Guest
Jun 21, 2020
0
836
1
Help!
Let n and k be positive integers such that n < 10^6 and \[\binom{13}{13} + \binom{14}{13} + \binom{15}{13} + \dots + \binom{52}{13} + \binom{53}{13} + \binom{54}{13} = \binom{n}{k}.\]Enter the ordered pair (n,k).
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Guest
Jun 21, 2020
+1
482
1
+41
help
Evaluate if and
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OliverWood
Jun 21, 2020
0
639
2
What is the value of $b+c$ if $x^2+bx+c>0$ only when $x\in (-\infty, -2)\cup(3,\infty)$?
What is the value of $b+c$ if $x^2+bx+c>0$ only when $x\in (-\infty, -2)\cup(3,\infty)$?
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Guest
Jun 21, 2020
0
562
2
PLEASE HELP!
A certain club has 50 people, and 4 members are running for president. Each club member either votes for one of the 4 candidates, or can abstain from voting. How many different possible vote totals are there?
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Guest
Jun 21, 2020
0
325
0
quadratic
The maximum point of the function f(x) = ax^2 + ax + 14x + a - 16 is on the x-axis and the y-intercept is (a,b). If so, what is a+b ?
Guest
Jun 21, 2020
0
373
1
help is urget, I really appreciate your time
If , find when equals the simplified fraction (where k,l,m,n are all integers)
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Guest
Jun 21, 2020
0
351
1
PLEASE HELP!
A certain club has 50 people, and 4 members are running for president. Each club member votes for one of the 4 candidates. How many different possible vote totals are there?
I got 184 and 200 but they are wrong...
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Guest
Jun 21, 2020
+1
508
1
+41
help
If a and b are integers, such that a does not equal 0 and b doe not equal 0 and and the quares of a and b have at most two digits, what is the greatest possible difference between the squares of a and b
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OliverWood
Jun 21, 2020
0
331
0
quadratic
The graph above is a quadratic function, y =x^2+kx-2 for some constant k. What is the solution to the quadratic inequality x^2 + kx-2 < 0?
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Guest
Jun 21, 2020
0
502
1
help
The lengths of the sides of a triangle are 10, 17 and 21. How long is the altitude of the triangle to longest side?
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Guest
Jun 21, 2020
+1
554
1
+41
problem i need help
Some perfect squares (such as 100), have a digit sum (1+0+0=1) that is equal to the digit sum of their square root (1+0=1). Some other perfect squares (such as 121), have a digit sum (1+2+1=4) that is equal to the square of the
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OliverWood
Jun 21, 2020
0
515
1
help
Find the sum of all the numbers in this series:
(101+97+93+89+85+...+5+1)
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Guest
Jun 21, 2020
0
626
1
In triangle ABC the angle bisector of BAC meets BC at D such that AD = AB. Line segment AD is extended to E such that CD equals CE and DBE
In triangle ABC the angle bisector of BAC meets BC at D such that AD = AB. Line segment AD is extended to E such that CD equals CE and DBE = BAD show how triangle ACE is isosceles. Also please explain. Thank you.
read more ..
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Guest
Jun 21, 2020
0
340
0
help
Find the equation of the parabola in the image.
Guest
Jun 21, 2020
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