Free Full Length ATI TEAS 6 Practice Test

The correct answer is $2.5$
$\frac{4}{10} \ + \ \frac{3}{2} \ + \ \frac{3}{5} = \frac{4 \ + \ 15 \ + \ 6}{10} = \frac{25}{10} = \frac{5}{2} = 2.5$

The correct answer is $96$
$x \ + \ y = 12$, Then: $8 \ x \ + \ 8 \ y = 12 \ × \ 8 = 96$

The correct answer is $1,250$
Area of a rectangle $=$ width $×$ length $= 25 \ × \ 50 =1,250$

The correct answer is $8$
$4 \ + \ x \ ≥ \ 12$,  $x \ ≥ \ 12 \ – \ 4$ ,  $x \ ≥ \ 8$

The correct answer is $5.01$ m
m $= \frac{yd}{1.0936} →$ m $= \frac{5.48}{1.0936} = 5.010912 ≅ 5.01$

The correct answer is $354.8900$ m
$1$ meter $= 100$ centimeters
$35,489 \ × \ 0.01 = 354.89$

The correct answer is $60$
$\frac{20}{100} \ × \ 300 = 60$

The correct answer is $166^\circ$ F
Plug in $75$ for C int the equation: $75 = \frac{4}{7}$ (F $– \ 35$)
$525 = 4$ F $– \ 140$
$525 \ + \ 140 = 4$ F
$\frac{525 \ + \ 140}{4} =$ F
$\frac{665}{4} =$ F
F $=166$

The correct answer is $505$ km
Add the first $5$ numbers.
$35 \ + \ 50 \ + \ 40 \ + \ 45 \ + \ 60 =230$
To find the distance traveled in the next $5$ hours, multiply the average by number of hours.
Distance $=$ Average $×$ Rate $= 55 \ × \ 5 = 275$
Add both numbers. $275 \ + \ 230 = 505$

The correct answer is $2.04$
$\frac{4.5}{7.5} = \frac{x}{3.4}  \ → x = \frac{4.5 \ × \ 3.4}{7.5} = \frac{15.3}{7.5} = 2.04$

The correct answer is $(2, 4)$
Let’s review the choices provided. Put the values of $x$ and $y$ in the equation.
A. $(2, 4)$            $⇒ x = 2 ⇒ y = - \ 1$            This is not true!
B. $(−5, −15)$   $⇒ x = -5 ⇒ y = -15$    This is true!
C. $(4, 3)$          $⇒ x = 4 ⇒ y = 3$           This is true!
D. $(3, 1)$            $⇒ x = 3 ⇒ y = 1$             This is true!

The correct answer is $45$
Let $x$ be the average of numbers. Then:
$\frac{150}{5} \ < \ x \ < \ \frac{300}{5}$
$30 \ < \ x \ < \ 60$
From choices provided, only $45$ is correct.

The correct answer is $8$  hours
The distance between Ashly and Jack is $12$ miles.
Ashly running at $4.5$ miles per hour and Jack is running at the speed of $6$ miles per hour.
Therefore, every hour the distance is $1.5$ miles less.
$12 \ ÷ \ 1.5 = 8$

The correct answer is $\frac{1}{2}$
$3 \ \frac{1}{2} \ − \ 2 \ \frac{5}{6} = 3 \ + \ \frac{1}{3} \ - \ 2 \ - \ \frac{5}{6} = \frac{1}{2}$

The correct answer is $8$
Volume $=$ length $×$ width $×$ height
$2400 = 20 \ × \ 15 \ ×$ height $→$ height $= 8$

The correct answer is $9$ feet
yards $= 12$ feet
$\frac{(15 feet +7 yrds)}{4} = \frac{(15 feet +21 feet)}{4} = \frac{(36 feet)}{4} = 9$ feet

The correct answer is $12 \ + \ c$
If $a = 6$  then: $b = \frac{6^{2}}{3} \ + \ c ⇒$
$b = \frac{6^{2}}{3} \ + \ c = 12 \ + \ c$

The correct answer is $144$ inches
$1$ foot $= 12$ inches
$4$ feet, $12$ inches $= 60$ inches
$6$ feet, $15$ inches $= 84$ inches
$60 \ + \ 84 =144$

The correct answer is $(3, 8)$
Let’s review the choices provided. Put the values of $x$ and $y$ in the equation.
A. $(1, 2)$              ⇒ $x = 1$ ⇒ $y = 2$                This is true!
B. $(−3, −14)$       ⇒ $x = -3$ ⇒ $y = -14$       This is true!
C. $(3, 8)$            ⇒ $x = 3$ ⇒ $y = 10$                This is not true!
D. $(5, 18)$              ⇒ $x = 5$ ⇒ $y = 18$            This is true!
Only choice C does not work in the equation.

The correct answer is $151$
Circumference $= 2 \ π \ r →$
Circumference $= 2 \ (3.14) \ (24) = 150.72 \cong 151$

The correct answer is $40$ degrees
All angles in a triangle sum up to $180$ degrees.
$65 \ + \ 75 = 140$
$180 \ – \ 140 = 40$, The third angle is $40$ degrees.

The correct answer is $3$ hours
Jennifer spent $15\%$ of his total time ($20$ hours) on Biology.
Then: $\frac{15}{100} \ × \ 20 = 3$

The correct answer is approximately $20$ hours
Speed $= \frac{distance}{time}$
$24 = \frac{4,80}{time}→$ tme $=\frac{4,80}{24} = 20$

The correct answer is $\frac{1}{3}$
Number of biology book: $60$, total number of books; $60 \ + \ 45 \ + \ 75=180$
the ratio of the number of biology books to the total number of books is: $\frac{60}{180}=\frac{1}{3}$

The correct answer is $3.18$ cm
C $= 2  \ π \  r$
$20 = 2 \  π \  r$
$r = \frac{20}{2 \ π} = 3.18$

The correct answer is $81$
The ratio of lions to tigers is $4$ to $3$ at the zoo.
Therefore, total number of lions and tigers must be divisible by $7$.
$4 \ +3 \ =7$
From the numbers provided, only $81$ is not divisible by $7$.

The correct answer is $$1,134$
$$4,200 \ × \frac {27}{100} = $1,134$

The correct answer is $2.75$ Weeks
$1$ quart $= 0.25$ gallon
$22$ quarts $= 22 \ × \ 0.25 = 5.5$ gallons
then: $\frac{5.5}{2} = 2.75$ weeks

The correct answer is $23\%$
$13\% \ + \ 10\%=23\%$

The correct answer is $45\%$
Choices B, C, and D are incorrect because $60\%$ of each of the numbers is a non-whole number.
A. $45$       $60\%$ of $45 = 0.60 \ × \ 45=27$
B. $26$       $60\%$ of $26=0.60 \ × \ 26=15.6$
C. $42$       $60\%$ of $42=0.60 \ × \ 42=25.2$
D. $36$       $60\%$ of $36=0.60 \ × \ 36=21.6$

The correct answer is $45$
$4 \ (x \ - \ 3 \ y)+(3 \ - \ x)^2 = 4 \ ((2) \ - \ 3 \ (-3)) \ + \ (3 \ - \ (2))^2 = 4 \ (11) \ + \ (1)^2 = 44 \ + \ 1 = 45$

The correct answer is $58\%$
$60 \ – \ 25 = 35$
$\frac{35}{60} = 0.58$
$0.58 \ × \ 100\% = 58\%$

The correct answer is $\frac{1}{4}$
The probability of choosing a Hearts is $\frac{13}{52}=\frac{1}{4}$

The correct answer is $21$
$\frac{3}{5} \ × \ 35=\frac{105}{5}=21$

The correct answer is $100$
One liter $=1000$ cm$^3      → 4$ liters$=4,000$ cm$^3$
$4,000=10 \ × \ 4 \ × \ h      →h=\frac{4000}{40}=100$ cm

The correct answer is $\begin{cases}M=A \ + \ 4\\A=L \ - \ 3\end{cases}$