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All Questions
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237642 Questions
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155
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geometry
Let AB be a diameter of a circle, and let C be a point on the circle such that AC=8 and BC=4 The angle bisector of ACB intersects the circle at point M Find CM.
Guest
Jan 2, 2023
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171
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Angle bisector
Let ABC be a triangle, and let its angle bisectors be AD, BE, and CF, which intersect at I. If DI = 3, BD = 4, and BI = 8, then find the area of triangle ABC.
Guest
Jan 2, 2023
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147
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geometry
Triangle ABC is a right triangle with angle BAC= 90 degrees and angle B > angle . Suppose AP is an altitude of the triangle, AQ is an angle bisector of the triangle, and AR is a median of the triangle, and angle PAQ = 18 degrees. If P
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Guest
Jan 2, 2023
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152
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Function
Let F(x) be the real-valued function defined for all real x except for x = 1 and x = 2 and satisfying the functional equation
F(x) + F((2x - 3)/x) = x.
Find the function F(x) satisfying these conditions. Write F(x) as
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Guest
Jan 2, 2023
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159
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Constant term
Find the constant term in the expansion of (2z - 1/(z*sqrt(z)) + 1)^4.
Guest
Jan 2, 2023
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152
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help with binomials
Find the positive integer n such that the expansion of (4x - 7y)^n contains a term of the form cx^2*y.
Guest
Jan 2, 2023
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161
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Algebra
For some real number a and some positive integer n, the first few terms in the expansion of (1 + ax)^n are
1 + 10x + 150 x^2 + cx^3 + ...
Find c.
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Guest
Jan 2, 2023
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164
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Math 10-3
A kite is on a 25 m string. The kite is directly above a barn that is 18 m away from the person holding the kite string. What angle does the string make with the ground?
Guest
Jan 2, 2023
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227
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Coefficient
Find the coefficient of u^2 v^9 in the expansion of (2u - 3v + u^2 - v^2)^9.
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Jan 2, 2023
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236
4
+660
Question was already posted but answers were incorrect!
PLS READ CAREFULLY BC THERE IS A SIMILAR PROBLEM
A right triangle with integer leg lengths is called cool if the number of square units in its area is equal to twice the number of units in the sum of the lengths of its legs.
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Keihaku
Jan 2, 2023
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196
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Algebra
Let a and b be real numbers such that a^3 + 3ab^2 = 679 and a^3 - 3ab^2 = 673. Find a - b.
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Guest
Jan 2, 2023
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189
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counting
(a) Find the number of ways that Magnus can give out 20 identical stickers to 5 of his friends. (Not everyone has to get a sticker.)
(b) Find the number of ways that Magnus can give out 20 identical stickers to 5 of
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Guest
Jan 2, 2023
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162
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Probability
Valeria has three coins, each of which has a probability of 1/2 of coming up heads. On her first turn, she flips all three coins. If all three come up heads, then she stops. Otherwise, for her second turn, she flips any coins that came up tails.
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Guest
Jan 2, 2023
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189
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Inequality
(a) Prove that if a, b, c, d, e, f are nonnegative real numbers, then (a^2 + b^2)^2 (c^4 + d^4)(e^4 + f^4) >= 32abcdef.
(b) Prove that if a, b, c, d, e, f are nonnegative real numbers, then (a^2 + b^2)(c^2 + d^2)(e^2 +
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Guest
Jan 2, 2023
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195
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Counting question
There is a group of five children, where two of the children are twins. How many ways can I distribute 10 identical pieces of candy to the children, if the twins must get an equal amount of candy?
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Guest
Jan 2, 2023
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170
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help algebra
Fill in the blanks:
(3 + sqrt(5) + sqrt(2) - 1)^4 = __ + __ sqrt(5) + __ sqrt(2)
Guest
Jan 2, 2023
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173
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graphing
The graph of y = f(x) is shown below.
For each point (a,b) that is on the graph of y = f(x), the point ((a - 7)/2, (3b + 1)/4) is plotted, forming the graph of another function y = g(x). As an example, the point
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Guest
Jan 2, 2023
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171
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Help
Every week, Richard earns $16 less than Andy. Each of them spends $48 per week on food and saves the rest. When Andy has saved $144, Richard has only saved $64.
(a) How long does Andy take to save $144?
(b) What is Richard's weekly
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Guest
Jan 2, 2023
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166
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Functions
The functions f and h are defined as follows:
f(x) = (x + 5)/(x - 7) and h(x) = (x + 5)(x - 7).
Explain why the functions f and h are not the same function.
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Guest
Jan 2, 2023
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199
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Probability
A standard six-sided die is rolled twice. What is the probability that the product of the rolls is 3 or 12?
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Guest
Jan 2, 2023
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154
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need help
A magician makes potions by combining maple syrup from a magical maple tree with ordinary water. The magician starts with a large supply of two potions: a red potion, which is 50% magical syrup by volume (and the rest is just water), and blue potion, which
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Guest
Jan 2, 2023
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204
1
plz help
question 2-
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Guest
Jan 2, 2023
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192
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help algebra
Arrange the following numbers in increasing order (smallest first, biggest last):
A = 2*1/2*4*1/6
B = 12*128
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Guest
Jan 2, 2023
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202
1
Expected value
Three standard fair 6-sided dice are rolled. What is the expected number of 6's rolled? (For example, if two 6's and a 5 are rolled, then the answer is 2.)
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Guest
Jan 2, 2023
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