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100+ Free RBSE VU Jyotish Shastra Practice Questions

Rajasthan RBSE Varishtha Upadhyaya Jyotish Shastra — Code 090 practice questions are available now; exam metadata is being verified.

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2026 Statistics

Key Facts: RBSE VU Jyotish Shastra Exam

090

RBSE subject code for Jyotish Shastra

RBSE 2026 subject-wise statistics

100

Typical full marks for the subject scheme

RBSE syllabus examination scheme

3.15 hrs

Typical theory paper duration

RBSE Varishtha Upadhyaya syllabus scheme

33%

Typical minimum pass marks (confirm circular)

RBSE examination regulations

100

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RBSE Varishtha Upadhyaya Jyotish Shastra (code 090) is a real Board of Secondary Education, Rajasthan public-examination subject with appeared candidates in the 2026 main examination subject-wise statistics. Passing generally 33% (and separate practical pass where applicable). Use these free MCQs for theory revision only.

Sample RBSE VU Jyotish Shastra Practice Questions

Try these sample questions to test your RBSE VU Jyotish Shastra exam readiness. Each question includes a detailed explanation. Start the interactive quiz above for the full 100+ question experience with AI tutoring.

1In Bhaskara’s Bijaganitam tradition, what is the primary purpose of bijaganita compared with ordinary arithmetic of known numbers?
A.To count muhurta tithis without using numbers
B.To replace all geometry with ritual calendar rules only
C.To solve problems involving avyakta (unknown) quantities through symbolic operations
D.To name nakshatras without calculation
Explanation: Bijaganita (algebra) extends calculation to avyakta (unknown) quantities so equations can be formed and solved; arithmetic of vyakta (known) numbers alone cannot handle general unknown-based problems.
2In classical Indian algebra used in Bijaganitam, the unknown quantity is commonly denoted as what?
A.Yāvat-tāvat (यावत्तावत्)
B.Rikta yoga only
C.Hora lagna only
D.Tithi alone
Explanation: Yāvat-tāvat (often shortened in practice to yāvat) is the traditional symbol-name for the unknown in Sanskrit algebraic texts including the Bhaskara stream.
3According to standard zero-operation rules emphasized in Bijaganitam study, what is a + 0?
A.a (the original number unchanged)
B.0 always
C.Always a − 1
D.Always infinity (khahara)
Explanation: Adding shunya (zero) does not change a quantity: a + 0 = a. This is a basic vyakta operation rule before advancing to avyakta work.
4Compute using the classical zero rule: 17 × 0 = ?
A.17
B.0
C.Khahara (infinity)
D.1
Explanation: Any finite number multiplied by zero is zero. So 17 × 0 = 0.
5In Bhaskara’s Bijaganita treatment, a nonzero number divided by zero is described as what?
A.Always equal to zero
B.Khahara (खहर) — an infinite/immeasurable result
C.Always equal to one
D.Equal to the original number unchanged
Explanation: Bhaskara discusses division by zero as yielding khahara — treated as infinite/immeasurable — a distinctive classical algebraic remark students must recall conceptually.
6What is 45 − 0 under the standard zero rules of Bijaganitam?
A.−45
B.1
C.0
D.45
Explanation: Subtracting zero leaves the minuend unchanged: 45 − 0 = 45.
7In bijaganita vocabulary, vyakta (व्यक्त) quantities are best described as which of the following?
A.Only muhurta omens (shakuna)
B.Known, expressed numerical values
C.Only dasha year totals
D.Only planetary longitudes in a birth chart
Explanation: Vyakta means known/manifest quantities — ordinary known numbers — as opposed to avyakta unknowns manipulated in algebra.
8If an unknown yāvat equals 5, and the expression is 3 × yāvat + 2, what is the numerical value?
A.17
B.15
C.7
D.10
Explanation: Substitute: 3 × 5 + 2 = 15 + 2 = 17. This is a simple avyakta evaluation after the unknown is determined.
9When two different unknowns appear in a bijaganita problem, the correct first method step is generally to do what?
A.Convert both unknowns into nakshatra pada only
B.Assign distinct symbols (or named unknowns) and form equations relating them
C.Ignore one unknown and guess the other from tithi
D.Always set both unknowns equal to zero immediately
Explanation: Multi-unknown work requires distinct representation of each avyakta and systematic equation setup before reduction/elimination.
10What class of equations is the classical kuttaka (कुट्टक) method primarily designed to solve?
A.Only quadratic equations with one rational root
B.Linear indeterminate equations (integer solutions for congruences of type ax ≡ b mod m)
C.Only simultaneous equations with no integer constraint
D.Only cubic equations of planetary mean motion
Explanation: Kuttaka (“pulverizer”) is the classical Indian algorithm for linear indeterminate equations — finding integer solutions when one linear relation underdetermines two variables (modular/congruence form).

About the RBSE VU Jyotish Shastra Practice Questions

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