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Post New Question
All Questions
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237826 Questions
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343
1
Ratios
Rima and Eric have earned a total of 135 tokens to buy items at the school store. The ratio of the number of tokens that Rima has to the number of tokens that Eric has is 8 to 7. How many tokens does Rima have?
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Guest
May 27, 2021
0
281
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Mahrrh
A train left an interchange, taking some passengers in it. At the train stop, ¼ of the passengers got off and 5 people got on. At the 2nd stop, ½ of the people got off and 20 people got on the train. When the train left the 2nd stop, there were
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Guest
May 27, 2021
0
438
1
Precalc
In right triangle DEF, we have angle D =25 , angle E = 90, and EF = 8. Find to the nearest tenth. You may use a calculator for this problem.
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Guest
May 27, 2021
0
391
1
Help with probability
You take the four Aces, four 2's, and four 3's from a standard deck of 52 cards, forming a set of 12 cards. You then draw three cards at random. What is the probability that you get an Ace, a 2, and a 3?
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Guest
May 27, 2021
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395
1
Help asap
What is the coefficient of x^3 in the expansion of (x + 2*sqrt(5))^7?
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Guest
May 27, 2021
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422
1
Need answer
Points A (-1, 2) and B (3, 12)are the endpoints of a diameter of a circle graphed in a coordinate plane. How many square units are in the area of the circle? Express your answer in terms of .
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Guest
May 27, 2021
0
424
1
+79
Help quick!
FInd the smallest positive integer n≥100 such that {}>1/2
Note:For a real number x, {x}= x- denotes the fractional part of x
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imbadatmath
May 27, 2021
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394
1
Algebra
Find the number of real solution to x = 1 - x + x^2 - x^3 + x^4.
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Guest
May 27, 2021
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461
1
Polynomials
Find a monic quartic polynomial with rational coefficients whose roots include x = 1 - sqrt(2) and x = 2 + sqrt(7).
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Guest
May 27, 2021
-1
415
1
+79
Simplify problem!
5log102+(3/2)log1025+(1/2)log1049-log1028
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imbadatmath
May 27, 2021
-1
474
1
+79
The sequence (a n ) satisfies a 1 =3 and
The sequence (an) satisfies a1=3 and
an= (an-1-1)/(an-1+1) for all n≥2
Find a100
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imbadatmath
May 27, 2021
0
425
2
Math problem
Andrew chooses a number from 1 to 100, and Mary also chooses a number from 1 to 100. (They may choose the same number.) It turns out that the product of their numbers is a mutliple of 3. In how many ways could Andrew and Mary have chosen their numbers?
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Guest
May 27, 2021
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321
1
help with explaination!
1. In the coordinate plane, a line passes through the point (12, 3). Its x-intercept is A=(a, 0) where a>0 and its y-intercept is B=(0,b) whre b>0. Find the smallest possible area of triangle OAB, where O is the orgin
2. All the roots
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Guest
May 27, 2021
0
425
4
Coordinates
Find the equation whose graph is shown below. Write your answer in standard form. (Standard form is Ax + By = C, where A is positive, and A, B, and C are integers with greatest common divisor 1.)
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Guest
May 27, 2021
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389
1
Algebra
The smallest distance between the origin and a point on the graph of y = 1/3*x^2 - 9 can be expressed as a. Find a^2.
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Guest
May 27, 2021
0
452
2
Help Test in 2 hours!!!!! PLease!!!!
The day in 1988 on which the year was 214.3 days old is:
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Guest
May 27, 2021
0
470
1
+79
Help NOWWWWW
1. In the coordinate plane, a line passes through the point (12, 3). Its x-intercept is A=(a, 0) where a>0 and its y-intercept is B=(0,b) whre b>0. Find the smallest possible area of triangle OAB, where O is the orgin
2. All the roots
read more ..
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imbadatmath
May 27, 2021
0
453
1
Rhombus
Rhombus ABCD has perimeter 148, and one of its diagonals has length 28. what is the area of ABCD?
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Guest
May 27, 2021
0
1004
1
HELPSSSSS
The nth term of a sequence is 60-8n.
Find the largest number in this sequence
hint: answer is 52
but why?????
ElectricPavlov
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Guest
May 27, 2021
+1
509
4
+491
help plz
im not sure how to do this
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Elijah
May 27, 2021
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286
0
help with math
A unit fractionis a fraction of the form 1/n for some nonzero integer n. Compute the number of ways we can write 1/16 as the sum of two distinct positive unit fractions. (The order of the fractions in the sum does not matter, so 1/2+1/3 would be considered
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Guest
May 27, 2021
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