التصنيف | الموضوع | المسألة | مسألة منسّقة |
---|---|---|---|
18101 | بسّط | f(-1)f(x)x^3-5x-1 | |
18102 | بسّط | f(-4+h)-f*-4 | |
18103 | بسّط | -cos(6x)sin(6x) | |
18104 | بسّط | cos(0)-sin(0) | |
18105 | بسّط | cos(2x)sin(x) | |
18106 | بسّط | -cos(pi)+cos(pi/6) | |
18107 | بسّط | cos(pi)-cos(0) | |
18108 | بسّط | cos(arcsin(3x)) | |
18109 | بسّط | -cos(pi) | |
18110 | بسّط | -cos(pi)-(-cos(0)) | |
18111 | بسّط | cos(sin(x)) | |
18112 | بسّط | cos(x)cot(x) | |
18113 | بسّط | cos(x)sec(x)tan(x) | |
18114 | بسّط | cos(pix) | |
18115 | بسّط | cos(x)*x | |
18116 | بسّط | arctan(3x) | |
18117 | بسّط | arctan(arcsin(x)) | |
18118 | بسّط | arctan(sin(2x)) | |
18119 | بسّط | cos(x)sec(x)-cos(x)^2 | |
18120 | بسّط | -cos(0) | |
18121 | بسّط | -cos(pi/4)+sin(pi/4) | |
18122 | بسّط | cos(-4/8) | |
18123 | بسّط | -cos(pi/3) | |
18124 | بسّط | cos((7pi)/4-(7pi)/6) | |
18125 | بسّط | -cos(pi/2) | |
18126 | بسّط | 9sec(pi/4)^2+9csc(pi/4)^2 | |
18127 | بسّط | arccos(cot(x)) | |
18128 | بسّط | arccos(sin(x)) | |
18129 | بسّط | arcsin(1/2)-arcsin(0) | |
18130 | بسّط | arcos(2/3) | arcos |
18131 | بسّط | arcsec(x/3) | |
18132 | بسّط | 8cos(6)-24sin(6) | |
18133 | بسّط | arctan(1)-arctan(-1) | |
18134 | بسّط | arctan(1/2) | |
18135 | بسّط | 9x^2-6x-3 | |
18136 | بسّط | 90-4(3+h^2) | |
18137 | بسّط | 9sin(pi/4)+9cos(pi/4) | |
18138 | Resolver para r | r=(20-r)^(1/2) | |
18139 | Resolver para t | |9t-5|=9 | |
18140 | Resolver para t | -10.22-0.04t+0.08c=0 | |
18141 | Resolver para p | -pi/(2(pi-15))>1 | |
18142 | Resolver para r | -2000r^-2=0 | |
18143 | Resolver para t | e^(-t)=0.06 | |
18144 | Resolver para t | 4t^3-12t^2+8t=0 | |
18145 | Resolver para m | m-(13.75(1.96))+(7(1.96)(1.96/2))=0 | |
18146 | Resolver para l | Q=l^(1/2)k^(3/2)+k^2 | |
18147 | Resolver para m | الجذر التربيعي لـ 2m-6 = الجذر التربيعي لـ 3m-14 | |
18148 | Resolver para m | 3=1/2+m | |
18149 | Resolver para o | opi+3r=17 | |
18150 | Resolver para p | 10p+10=-30 | |
18151 | Resolver para q | 0=3q^2-15q+18 | |
18152 | Resolver para r | 2671=(200((1+r)^10-1))/r | |
18153 | Resolver para a | cos(a)=0.25 | |
18154 | Resolver para a | y=a(x-x)(x-x^2) | |
18155 | Resolver para a6 | a*6=-1/(4n) | |
18156 | Resolver para A | 0=180-0.90A^2 | |
18157 | Resolver para a | 0=300-0.25a^2 | |
18158 | Resolver para a | 0=300-0.75a^2 | |
18159 | Resolver para A | 0=330-0.75A^2 | |
18160 | Resolver para f | f=100(1-6.25)^30 | |
18161 | Resolver para k | 243^(2k)(9^(2k-1))=9 | |
18162 | Resolver para k | 5=5/6*e^(7k) | |
18163 | بسّط | x(20-2x)(20-2x) | |
18164 | بسّط | x(18-2x)(33-2x) | |
18165 | بسّط | x(33-2x)(18-2x) | |
18166 | بسّط | -x(2x) | |
18167 | بسّط | x(12-2x)(21-2x) | |
18168 | بسّط | x(14-2x)(14-2x) | |
18169 | بسّط | x(11-2x)(11-2x) | |
18170 | بسّط | x(17-2x)(31-2x) | |
18171 | بسّط | x(19-2x)(19-2x) | |
18172 | بسّط | x(7-2x)(7-2x) | |
18173 | بسّط | x(sin(x^2)) | |
18174 | بسّط | x(sin(x)) | |
18175 | بسّط | x*arcsin(x^2) | |
18176 | بسّط | -x-x | |
18177 | بسّط | y(1/y) | |
18178 | Hallar la derivada- d/dx | y=(3 الجذر التربيعي لـ x)/8 | |
18179 | Resolver para ? | x=0.5(3)^4-3^3 | |
18180 | بسّط | x(x-15)^2 | |
18181 | بسّط | x-x^-1 | |
18182 | بسّط | x+2*(3.14(sin(pi)))/(1-cos(0)) | |
18183 | بسّط | x+4(9-5x*2) | |
18184 | بسّط | x-1/95x^3 | |
18185 | بسّط | xcsc(x) | |
18186 | بسّط | sin(t+pi/6)-sin(t-pi/6) | |
18187 | بسّط | sin(tan(x)) | |
18188 | بسّط | sin(x)(tan(x)+cot(x)) | |
18189 | بسّط | sin(x)(x) | |
18190 | بسّط | sin(arccos(8x)) | |
18191 | بسّط | sin(u)+cot(u)cos(u) | |
18192 | بسّط | sin(arcsin(x)) | |
18193 | بسّط | sin(x)*x | |
18194 | بسّط | tan(-1/3) | |
18195 | بسّط | tan((3pi)/2) | |
18196 | بسّط | u*u^(1/2) | |
18197 | بسّط | x(1/2x^(-1/2)) | |
18198 | بسّط | الجذر التربيعي لـ infinity | |
18199 | بسّط | x(-744/((0.3x^2+8)^2))(1240/(0.3x^2+8)) | |
18200 | بسّط | uv(u^2-2uv+v^2) |