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237690 Questions
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165
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Counting
Find the number of six-digit numbers, where the sum of the digits is divisible by 8.
Guest
Feb 27, 2023
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154
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Counting
A debate team consists of 5 freshmen and 4 sophomores. (Everyone is distinguishable.) In how many ways can they stand in line, so at least two of the sophomores are standing next to each other, and at least two of the freshmen are at the ends
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Guest
Feb 27, 2023
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159
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Algebra
Find all solultions of the equation |x^2 - 30x - 1| + |x^2 - 30x + 1| = 30.
Guest
Feb 27, 2023
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153
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Counting
Can anyone help plz?
A debate team consists of 5 freshmen and 4 sophomores. (Everyone is distinguishable.) In how many ways can they stand in line, so at least two of the sophomores are standing next to each other, and
read more ..
Guest
Feb 27, 2023
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155
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Inequality
Plz help prove this inequality
(a) Show 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) Show that if a, b, c, d, e, f are nonnegative real
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Guest
Feb 27, 2023
Feb 26, 2023
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204
2
I know im not aloud to be mean to yall but pls help asap pls pls.
In triangle, ABC, points D and F are on LINE AB and E is on AC such that DE parrerl to BC and EF parreell CD. If AF=9 and DF=3, then what is BD?
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Guest
Feb 26, 2023
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155
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Probability
A box contains 24 tiles. Each tile has certain properties:
Each tile is made of wood or plastic.
Each tile is red, yellow, or blue.
Each tile is a triangle, square, pentagon, or circle.
There is exactly one tile for each combination
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Guest
Feb 26, 2023
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158
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Precalc
In triangle PQT, R is on side PT such that QR = QP. Also, QS is an altitude, and QT = 10. The values of tan CBE, tan CBE, tan SQT form an arithmetic progression, and the values of cot SQT, cot RQT, cot SQR form a geometic progression.
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Guest
Feb 26, 2023
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177
1
Geometry
In triangle ABC the angle bisector of BAC meets BC at D. If angle BAC = 60, angle ABC = 60, and AD = 24, then find the area of triangle ABC.
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Guest
Feb 26, 2023
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201
0
what is the sum of the digits in the expansion 10^38+26/18?
I have this due tommorow.
Will accept any help
(Please show step by step explanation)
Guest
Feb 26, 2023
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162
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Coordinates
Points A, B, and C are given in the coordinate plane. There exists a point Q and a constant k such that for any point P,
PA^2 + PB^2 + PC^2 = 3PQ^2 + k
If A = , B = , and C = , then find the constant k.
Guest
Feb 26, 2023
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162
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Counting
Sam writes down the numbers 1, 2, 3, ..., 99
(a) How many digits did Sam write, in total?
(b) Sam chooses one of the digits written down, at random. What is the probability that Sam chooses a 0?
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Guest
Feb 26, 2023
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160
0
90/360x2pi(4)
90/360x2pi(4)
Guest
Feb 26, 2023
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145
1
Find the coefficient of y^4 in the expansion of (2y - 5)^6.
Find the coefficient of y^4 in the expansion of (2y - 5)^6.
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Guest
Feb 26, 2023
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163
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Counting
A baking club wants to form an executive committee. There are people in the baking club, including mark. In how many ways can the baking club form an executive committee with people?
Guest
Feb 26, 2023
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