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In LISP, the function returns t if is a CONS cell and nil otherwise __________

In LISP, the function returns t if is a CONS cell and nil otherwise __________ Correct Answer (consp <object>)

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In LISP, the function returns t if is a CONS cell and nil otherwise __________
In LISP, the function returns t if is a CONS cell and nil otherwise:
In LISP, the function returns t if is a CONS cell and nil otherwise ________
In LISP, the function returns t if is even and nil otherwise ___________
In LISP, the function returns t if is even and nil otherwise:
In LISP, the function returns t if is even and nil otherwise ___________
Column A lists the cell parts and Column B lists the functions of the cell part. Column A Column B i. Cell wall A. Control what happens ii. Cell membrane B. Supports the cell. iii. Cytoplasm C. Controls what passes in and out of the cell. iv. Nucleus D. Cell reactions happen in it. Which one of the following options is correct?
P. A weir is a hydraulic structure where majority or the entire ponding is achieved by a raised crest and smaller part or nil part by the shutters. Q. A weir is a hydraulic structure that is made by constructing the width of the channel only. R. A barrage is a hydraulic structure that is made by creating a choking condition only. S. A barrage is a hydraulic structure where majority or the entire ponding is achieved by a shutter and smaller part or nil part by the raised crest. Identify the correct statements in the above.
In an ideal blast furnace, the input and output are as follows:
Input:
Ore, Pure Fe2O3, no gaunge : 1357kg/THM∗
Coke, Pure C, no ash : 400 kg/THM
Blast air, dry : O2 : 293 kg/HTM, N2 : 964 KG/THM
Flux : nil
Output :
Hot metal : 5wt% C, rest iron
Slag : nil
Top gas : CO, CO2, N2
∗ THM refers ton of hot metal (liquid pig iron) ; Atomic weights: C-12, O-16, Fe-56 The amount of oxygen in CO & CO2 leaving with the top gas is . . . . . . . . kg.
Given a discrete time signal x defined by x = 1, for -2≤k≤2 and 0, for |k|>2. Then, y = x is ______________ = 1, for k = 0, 1 and 0 otherwise b) y = 1, for k = 1 and -1 for k=-1 c) y = 1, for k = 0, 1 and -1 otherwise d) y = 1, for k = 0, 1 and 0 otherwise