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Helen Keller's Story of my life?
"It is with a kind of fear that I begin to write the history of my life". What are Keller's fears?
1 AnswerBooks & Authors8 years agoWhy was Thomas Hood talking about flowers in the poem 'I remember, I remember'?
I remember, I remember
The roses red and white,
The violets and the lily cups--
Those flowers made of light!
The lilacs where the robin built,
And where my brother set
The laburnum on his birthday,--
The tree is living yet!
1 AnswerPoetry8 years agoI want to buy a laptop. I am a windows 8 app developer.?
It should have following features
1) i7 core processor
2) HDD should be greater than 1 TB
3) 16 GB RAM
4) Touch with Windows 8
5) Screen should be greater than 17"
2 AnswersLaptops & Notebooks8 years agoWhy a computer needs two kinds of memories?
5 AnswersOther - Computers8 years agoI want to buy a laptop with the following features?
1) i7 core processor
2) 8/16 GB RAM
3) HDD > 1TB
4) Wi Fi
5) Bluetooth
6) USB 3.0 port
7) OS - Windows 8 with touch
8) Screen Size > 15"
9) an Ethernet port
10) Camera > 5 MP
4 AnswersLaptops & Notebooks8 years agoIf 2*3=√12 and 3*4=5 then the value of 5*12=?
1 AnswerMathematics8 years agoComplex number question?
There are four complex fourth roots to the number −16i. These can be expressed in polar form as z1=r1(cosθ1+isinθ1) , z2=r2(cosθ2+isinθ2), z3=r3(cosθ3+isinθ4) and z4=r4(cosθ4+isinθ4), where ri is a positive real number and 0∘≤θi<360∘. What is the value of θ1+θ2+θ3+θ4 (in degrees)?
2 AnswersMathematics9 years agowhich is better asian paints or burger?
6 AnswersDecorating & Remodeling9 years agogeometry!!!!!!!!!!!!!!!!!!!!!?
A pentagon with area 40 has equal sides but not necessarily equal angles. The sum of the five perpendicular distances from a point inside the pentagon to the sides of the pentagon is 16. The side length of the pentagon
Mathematics9 years agohardest maths question, genius whoever solves it?
The function f from the real numbers to the real numbers satisfies f(x+y)= (1+yx+1)f(x)+(1+xy+1)f(y)+x2y+xy+xy2. If f(1)=4, what is the value of f(8)?
1 AnswerMathematics9 years agogeometry question !!!!!!!!!!!!!!!!!!!!!!!!!?
ABCD is a parallelogram with side lengths AB=494,BC=380 and diagonal AC=494. Let E be the foot of the perpendicular from A to BC, let F be the foot of the perpendicular from A to CD. What is the value of EF?
Mathematics9 years agoconvex quadrilateral?
ABCD is a convex quadrilaterial such that AC=BD. AC and BD intersect at E and ∠AEB=68∘. F and G are the midpoints of AD and BC, respectively. FG intersects AC and BD at H and I, respectively. What is the measure (in degrees) of ∠EHI?
1 AnswerMathematics9 years agonow a maths related chess problem?
A queen on an English chessboard is able to attack in the same row, column and diagonal. The probability that 2 randomly placed queens on a 8 by 8 chessboard will be able to attack each other can be expressed as ab, where a and b are co-prime integers. What is a+b? Clarification: The 2 queens will not be placed on the same square.
1 AnswerMathematics9 years agolet us see who is the geometry champ here?
A circle has diameter AD of length 400. B and C are points on the same arc of AD such that |AB|=|BC|=60. What is the length |CD|?
1 AnswerMathematics9 years agoHow many positive integer solutions are there to a+b+c=15 ?
2 AnswersMathematics9 years agohardest maths question, genius whoever solves it?
There are 20 people on the board of directors of a publicly listed company. Each pair of people are either friends or enemies with each other. Every person has exactly 6 enemies on the board. If every group of 3 directors form a committee, what is the total number of committees that are formed by all friends or all enemies?
5 AnswersMathematics9 years agoeasy geometry question?
On triangle ABC, points D and E are chosen on line segments AB and AC, respectively. The lines CD and BE intersect at K, within triangle ABC. If [DKB]=56,[BKC]=84 and [KEC]=90, what is [ADKE]?
Note: [PQRS] denotes the area of the figure PQRS.
2 AnswersMathematics9 years agocombination and permutation question?
There are 20 people on the board of directors of a publicly listed company. Each pair of people are either friends or enemies with each other. Every person has exactly 6 enemies on the board. If every group of 3 directors form a committee, what is the total number of committees that are formed by all friends or all enemies?
1 AnswerMathematics9 years agohelp me in this geometry question?
On triangle ABC, points D and E are chosen on line segments AB and AC, respectively. The lines CD and BE intersect at K, within triangle ABC. If [DKB]=56,[BKC]=84 and [KEC]=90, what is [ADKE]?
Note: [PQRS] denotes the area of the figure PQRS.
1 AnswerMathematics9 years ago