13105 |
Solve for x |
6x<7 |
6x<76x<7 |
13106 |
Solve for x |
8(6x-2)-12x<6(1+6x)-4 |
8(6x-2)-12x<6(1+6x)-48(6x−2)−12x<6(1+6x)−4 |
13107 |
Solve for x |
log of x-2+ log of x+2>2 log of x-1 |
log(x-2)+log(x+2)>2log(x-1)log(x−2)+log(x+2)>2log(x−1) |
13108 |
Solve for x |
s+5>175 |
s+5>175s+5>175 |
13109 |
Solve for x |
x+2y<6 |
x+2y<6x+2y<6 |
13110 |
Solve for x |
x+y=500 |
x+y=500x+y=500 |
13111 |
Solve for x |
x<y/2-1/2 |
x<y2-12x<y2−12 |
13112 |
Solve for x |
x=2-y |
x=2-yx=2−y |
13113 |
Solve for x |
FV=(81((1+0.03)^34-1))/0.03 |
FV=81((1+0.03)34-1)0.03FV=81((1+0.03)34−1)0.03 |
13114 |
Solve for x |
h=-16t^2+60t+5 |
h=-16t2+60t+5h=−16t2+60t+5 |
13115 |
Solve for x |
natural log of 9y=e^ysin(3x) |
ln(9y)=eysin(3x)ln(9y)=eysin(3x) |
13116 |
Solve for x |
log of e^x=13.6 |
log(ex)=13.6log(ex)=13.6 |
13117 |
Solve by Factoring |
-sigma^3+9.96sigma^2+384.47sigma-2095.37=0 |
-σ3+9.96σ2+384.47σ-2095.37=0−σ3+9.96σ2+384.47σ−2095.37=0 |
13118 |
Determine the Type of Number |
square root of 25 |
√25√25 |
13119 |
Determine the Type of Number |
square root of 250 |
√250 |
13120 |
Find P(AnB) for Independent Events A and B |
P(A)=0.35 , P(B)=0.25 |
P(A)=0.35 , P(B)=0.25 |
13121 |
Find P(AnB) for Independent Events A and B |
P(A)=0.20 , P(B)=0.30 |
P(A)=0.2 , P(B)=0.3 |
13122 |
Find P(AnB) for Independent Events A and B |
P(A)=0.49 , P(B)=0.44 |
P(A)=0.49 , P(B)=0.44 |
13123 |
Find P(AnB) for not Mutually Exclusive Events A and B |
P(A)=0.40 , P(B)=0.30 , P(AorB)=0.20 |
P(A)=0.4 , P(B)=0.3 , P(AorB)=0.2 |
13124 |
Find P(AnB) for Independent Events A and B |
P(A)=0.5 , P(B)=0.3 |
P(A)=0.5 , P(B)=0.3 |
13125 |
Find P(AnB) for Independent Events A and B |
P(A)=0.56 , P(B)=0.3 |
P(A)=0.56 , P(B)=0.3 |
13126 |
Find P(AnB) for Independent Events A and B |
P(A)=0.9 , P(B)=0.04 |
P(A)=0.9 , P(B)=0.04 |
13127 |
Find P(AnB) for not Mutually Exclusive Events A and B |
P(A)=0.15 , P(B)=0.30 , P(AorB)=0.20 |
P(A)=0.15 , P(B)=0.3 , P(AorB)=0.2 |
13128 |
Find P(Ana) for Independent Events A and a |
P(A)=0.4 , P(a)=0.5 |
P(A)=0.4 , P(a)=0.5 |
13129 |
Find P(Fna) for Independent Events F and a |
P(F)=0.6 , P(a)=0.3 |
P(F)=0.6 , P(a)=0.3 |
13130 |
Determine if Left, Right, or Two Tailed Test |
H^0>=2 |
H0≥2 |
13131 |
Determine if Left, Right, or Two Tailed Test |
H^0<=2 |
H0≤2 |
13132 |
Find the Magnitude |
2+3i |
2+3i |
13133 |
Find the Magnitude |
|2-2 square root of 3i| |
|2-2√3i| |
13134 |
Find the Magnitude |
-1-2i |
-1-2i |
13135 |
Determine if Surjective (Onto) |
f(x)=x^3+3x |
f(x)=x3+3x |
13136 |
Determine if Surjective (Onto) |
f(x)=-x+5 |
f(x)=-x+5 |
13137 |
Determine if Injective (One to One) |
y=x^3+3x |
y=x3+3x |
13138 |
Determine if Surjective (Onto) |
f(x) = square root of x |
f(x)=√x |
13139 |
Determine if Injective (One to One) |
(-5,9) , (3,9) |
(-5,9) , (3,9) |
13140 |
Determine if Surjective (Onto) |
f(x)=x^3 |
f(x)=x3 |
13141 |
Determine if Left, Right, or Two Tailed Test |
Ha>2 |
Ha>2 |
13142 |
Determine if Left, Right, or Two Tailed Test |
Ha>21 |
Ha>21 |
13143 |
Set the Null Hypothesis |
Ha>1 |
Ha>1 |
13144 |
Determine if Surjective (Onto) |
f(x)=x^2 |
f(x)=x2 |
13145 |
Determine if Bijective (One-to-One) |
(1/3,4/7) , (1,0) |
(13,47) , (1,0) |
13146 |
Set the Null Hypothesis |
Ha>5 |
Ha>5 |
13147 |
Set the Null Hypothesis |
Ha<5 |
Ha<5 |
13148 |
Find the Direction Angle of the Vector |
(3,2) |
(3,2) |
13149 |
Set the Null Hypothesis |
Ha<3 |
Ha<3 |
13150 |
Find the Direction Angle of the Vector |
(-4,0.5) |
(-4,0.5) |
13151 |
Set the Alternative Hypothesis |
H^0>=2 |
H0≥2 |
13152 |
Set the Alternative Hypothesis |
H^0<=2 |
H0≤2 |
13153 |
Set the Alternative Hypothesis |
H^0<=5 |
H0≤5 |
13154 |
Determine if Surjective (Onto) |
f(x)=|x| |
f(x)=|x| |
13155 |
Set the Alternative Hypothesis |
H^0>=5 |
H0≥5 |
13156 |
Determine if Surjective (Onto) |
h(x)=|x| |
h(x)=|x| |
13157 |
Determine if Surjective (Onto) |
g(x)=x^3 |
g(x)=x3 |
13158 |
Find the Direction Angle of the Vector |
B=(3,5) |
B=(3,5) |
13159 |
Find the Direction Angle of the Vector |
P=(( square root of 2)/2,( square root of 2)/2) |
P=(√22,√22) |
13160 |
Determine if Injective (One to One) |
y=(x+2)^(1/3) |
y=(x+2)13 |