Maharashtra SSC Maths Answer Key 2025 Unofficial

Maharashtra SSC Maths Answer Key 2025 Unofficial is given here (Image Credits: pexels.com).

Maharashtra SSC Mathematics Answer Key 2025 Unofficial: On March 5, 2025, the Maharashtra State Board of Secondary and Higher Secondary (MSBSHSE) conducted the Maharashtra SSC Mathematics Exam for Part 1 (Algebra) in pen and paper mode. Candidates can go through the Maharashtra SSC Mathematics Answer Key 2025 Unofficial here for their reference. The exam was conducted in the morning shift from 11 AM to 2 PM. The Maharashtra SSC 2025 Mathematics Answer Key has been prepared by subject experts and professionals. Since this answer key is unofficial, candidates cannot raise any objections against it. However, this answer key can provide the candidates with the closest possible response to the available questions. The closer the candidate's answers are to the ones provided below, the more the chances of the student scoring well. This can provide them an in-depth knowledge of their performance until the final answer key and result are announced on the official website in a PDF format. The Maharashtra SSC Mathematics Answer Key 2025 Unofficial is available below.

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Maharashtra SSC Mathematics Exam Analysis 2025: Question Paper Section Wise Difficulty

Maharashtra SSC Mathematics Answer Key 2025 Unofficial

Candidates can check the Maharashtra SSC Mathematics Answer Key 2025 Unofficial tabulated below.

Question No.	Sub Question	Maharashtra SSC Mathematics Answer Key 2025 Unofficial
Q1. A	(i) Write the degree of the given determinant	(b) 2
	(ii) From the following equations which one is the quadratic equation ?	(b) x（x+5）=2
	(iii) Find the common difference of the following A.P. : 4, 4, 4, ...	(d) 0
	(iv) Which number cannot represent a probability	(b) 15/10
Q1. B	(i) If 2x + y = 7 and x + 2y = 11, then find the value of x + y.	6
	(ii) Find the first term of the given sequence :	-1
	(iii) Howmany alpha numerals are there in the format of GSTIN ?	15
	(iv) Two coins are tossed simultancously. Write the sample space S.	s= {HH, HT, TT, TH}