Q1: “Academic researchers usually develop more complex and elaborate models than applied
researchers.” Discuss this statement with concrete arguments?
Academic researchers usually develop more complex and elaborate models
There is very
The most complex phenomenon is Light. And as a biologist, life on earth itself a complex phenomena.
It have 2 clauses in Complex sentence. It is Dependent clause and Independent clause
Yes ... but nowhere near as complex as sexual reproduction.
A complex structural organization is an essential characteristic of a living organism
Not simple.
elaborate
complex
The adjective elaborate (complex) would have the opposites simple, uninvolved, or uncomplicated.The verb to elaborate (go into detail) has no direct opposite, but a reverse operation would be to condense, abridge, or summarize.
The Baroque style of music very complex and elaborate. The name refers to a type of Spanish architecture that was equally overdone.
complicated, difficult, elaborate, tangled, intricate, tortuous, convulated phobia, fixation, preoccuption compound, multiple, manifold, multifarious
complicated, difficult, elaborate, tangled, intricate, tortuous, convulated phobia, fixation, preoccuption compound, multiple, manifold, multifarious
A complex and compound sentence having the following words.rage.bewilder.obnoxious. intervene. contradiction. elaborate. mumbled. grumbled. vague. agony. indignantly. yearned. scathing. scrutinizegive me one compound & one complex sentence FOR EACH WORD
Well Technology is transferable, it can applied to new situations
A forced vibration is due to an applied force. A tone consisting of a fundamental and a overtone, may be said to be complex
complex, complicated, convoluted, tangled, entangled, twisted; elaborate, ornate, detailed, baroque, delicate; involuted; bewildering, confusing, perplexing, labyrinthine.
I posted an answer about cube roots of complex numbers. The same info can be applied to square roots. (see related links)
Because a complex number is a two dimensional entity. The concept of less than or greater than, for ordinary numbers, is one-dimensional. It can be applied to the magnitude (absolute value) of a complex number.