Advanced Math MCQ Quiz in हिन्दी - Objective Question with Answer for Advanced Math - मुफ्त [PDF] डाउनलोड करें
Last updated on Mar 12, 2025
Latest Advanced Math MCQ Objective Questions
Top Advanced Math MCQ Objective Questions
Advanced Math Question 1:
Consider a function \(g\) that halves in value for every unit increase in \(x\). If \(g(1) = 10\), what is the equation for \(g(x)\)?
Answer (Detailed Solution Below)
Advanced Math Question 1 Detailed Solution
Advanced Math Question 2:
A quantity \(h\) decreases by \(30\%\) each time \(x\) increases by \(1\), and \(h(0) = 20\). Which equation represents \(h\)?
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Advanced Math Question 2 Detailed Solution
Advanced Math Question 3:
Sarah invests \( x \) dollars in a savings account with a function \( V(x) = 1.05x^2 + 20 \). If she invests \( 100 \) dollars, what is \( V(100) \)?
Answer (Detailed Solution Below)
Advanced Math Question 3 Detailed Solution
Advanced Math Question 4:
If \( (9x^3 - 7) \) represents the sales in dollars and \( (5x^3 + 3) \) represents the expenses, what is the profit in terms of \( x^3 \)?
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Advanced Math Question 4 Detailed Solution
Advanced Math Question 5:
For which value of \(b\) does the equation \(25x^2 + bx + 36 = 0\) have two distinct real solutions?
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Advanced Math Question 5 Detailed Solution
Advanced Math Question 6:
Find the value of \(k\) such that the system of equations \(y = 2x + k\) and \(y = x^2 - 3x + 4\) has exactly one solution.
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Advanced Math Question 6 Detailed Solution
Advanced Math Question 7:
A function \(j(x) = m^x + n\) passes through the points \((0, 5)\) and \((2, 13)\). Determine \(mn\) if \(m\) and \(n\) are positive constants.
Answer (Detailed Solution Below)
Advanced Math Question 7 Detailed Solution
Advanced Math Question 8:
The profit \( P \) in dollars for a company is modeled by the function \( P(x) = -2x^2 + 24x - 36 \), where \( x \) is the number of units sold. What is the maximum profit?
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Advanced Math Question 8 Detailed Solution
Advanced Math Question 9:
If the height \(h(t)\) of a projectile is given by \(h(t) = -4(t - 5)^2 + 50\), at what time \(t\) does it reach its maximum height?
Answer (Detailed Solution Below)
Advanced Math Question 9 Detailed Solution
Advanced Math Question 10:
A computer's value decreases exponentially by \(15\%\) annually. If the initial value is \(\$1,200\), what is the value after \(3\) years?