最新の問題
We are given three exponential equations to solve: (ii) $2^{2y+1} - 15(2^y) = 8$ (iii) $2^{x+3} - 15...
Exponential EquationsQuadratic EquationsSubstitutionSolving Equations
2025/3/10
The problem asks us to solve several exponential equations. Let's solve the first equation (i) $2^{2...
Exponential EquationsQuadratic EquationsSubstitution
2025/3/10
Solve the simultaneous equations: $16^x \times 2^{y+2} = 8$ and $2^x \div 32 = (\frac{1}{2})^y$.
Simultaneous EquationsExponential EquationsLinear Equations
2025/3/10
$\sin \theta \le \frac{\sqrt{3}}{2}$ を満たす$\theta$の範囲を求める問題です。
三角関数不等式三角方程式単位円
2025/3/10
不等式 $\sqrt{2} \cos{\theta} + 1 < 0$ を解く問題です。
三角関数不等式三角不等式一般解
2025/3/10
We are asked to find the truth set of two equations: (i) $4^{\sqrt{x}} = 8^{2x}$ (ii) $(3^y)^y \cdot...
Exponential EquationsSolving EquationsRadical EquationsQuadratic Equations
2025/3/10
The problem asks to solve several exponential equations. We will solve equations (a), (b), (c), (d),...
Exponential EquationsSolving EquationsExponentsAlgebraic Manipulation
2025/3/10
$\sin \theta \le \frac{\sqrt{3}}{2}$ を満たす $\theta$ の範囲を求める問題。
三角関数不等式三角不等式単位円
2025/3/10
$\tan{\theta} + 1 = 0$ を満たす$\theta$を求める問題です。
三角関数tan方程式一般解
2025/3/10
## 問題の解説
命題不等式必要条件十分条件有理数整数
2025/3/10