Class NEET 2026 ALL Q #2022
COMPETENCY BASED
APPLY
4 Marks 2026 NTA-RE-NEET-2026 MCQ SINGLE
Length of the stem at time 0 is 20 cm. The arithmetic growth rate is 30 cm per day. What is the length of the stem at the end of the $7^{th}$ day?
(A) 460 cm
(B) 50 cm
(C) 170 cm
(D) 230 cm
Correct Answer: D

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Detailed Solution

Step 1: Identify the growth model

The problem specifies arithmetic growth. In arithmetic growth, the rate of growth is constant over time. The formula for arithmetic growth is given by: $$L_t = L_0 + (r \times t)$$ Where $L_t$ is the length at time $t$, $L_0$ is the initial length, $r$ is the growth rate, and $t$ is the time elapsed.

Step 2: Extract given values

From the question, we have: Initial length ($L_0$) = 20 cm Growth rate ($r$) = 30 cm/day Time ($t$) = 7 days

Step 3: Calculate the final length

Substitute the values into the formula: $$L_7 = 20 + (30 \times 7)$$ $$L_7 = 20 + 210$$ $$L_7 = 230 \text{ cm}$$

Final Answer: 230 cm

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Pedagogical Audit
Bloom's Analysis: This is an APPLY question because the student must select the correct mathematical model for arithmetic growth and apply the provided parameters to calculate the result.
Knowledge Dimension: PROCEDURAL
Justification: The question requires the execution of a specific biological growth formula (algorithm) to reach the solution.
Syllabus Audit: In the context of NEET, this is classified as COMPETENCY. This aligns with the Plant Growth and Development unit, testing the student's ability to interpret growth kinetics beyond mere rote memorization of definitions.

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