Turito Academy

Test Prep

Global form fields

r + 1&gt;10 r + 1–1&gt; 10 –1     Subtract 1 from both sides r &gt; 9

Solution for the question - r + 1 > 10 r > 9r  3r 1

R + 1 > 10-Turito

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p + 5 ≥  8 p + 5 – 5 ≥ 8 – 5                 Subtract 5 from both sides p ≥ 3

Solution for the question - p + 5  8 p > 4p  3p 1

P + 5  8-Turito

c + 4 &gt; 8 c + 4 – 4 &gt; 8 – 4        Subtract 4 from both sides c &gt; 4     Simplify

Solution for the question - c + 4 > 8 c > 4c  18c 1

C + 4 > 8-Turito

You must be at least 18 years old to vote. at least that's mean you can be 18 or more than 18 x ≥ 18

Find inequality matches this situation: You must be at least 18 years old to vote.

Solution for the question - find inequality matches this situation: you must be at least 18 years oldto vote. x  18x  18x 18

Find inequality matches this situation: you must be at least 18-Turito

You and your friends ate more than 8 slices of pizza at the party. more than that's mean greater sign(&gt;) x &gt; 8

Translate the following phrase: You and your friends ate more than 8 slices of pizza at the party.

Solution for the question - translate the following phrase: you and your friends ate more than 8 slicesof pizza at the party. x 8x 8x < 8

Translate the following phrase: you and your friends ate more t-Turito

Tom can spend no more than 20 dollars on his mom's birthday present. no more than $20 that's mean not greater than 20 t ≤ 20

Translate the following phrase: Tom can spend no more than 20 dollars on his mom's birthday present.

Solution for the question - translate the following phrase: tom can spend no more than 20 dollars onhis mom's birthday present. t 20t 20t < 20

Translate the following phrase: tom can spend no more than 20 d-Turito

x + 4 &lt; 4  x + 4 - 4 &lt; 4 – 4                 Subtract 4 from both sides. x &lt; 0

Solution for the question - x + 4 < 4 x > 8x 0x < 0

X + 4 < 4-Turito

10 ≥ x – 3         10 +3 ≥ x – 3 +3          Add 3 to both sides. x ≤ 13

Solution for the question - 10  x  3 x  7x  7x  13x  13

10  x  3-Turito

s - 10 ≤ 1 s - 10 + 10 ≤ 1+10       Add 10 to the both sides. s ≤ 11

Solution for the question - s - 10  1 s  9s  11s  9s  11

S - 10  1-Turito

-x + 7 &gt; 10               -x + 7 - 7 &gt; 10 – 7  substract 7 from both side -x &gt; 3 now multiply by -1 both side ( it will change the inequality sign ) x &lt; -3

Solve each inequality. -x + 7 &gt; 10

Solution for the question - solve each inequality. -x + 7 > 10 x 3x > -3x<-3

Solve each inequality. -x + 7 > 10-Turito

k - 14 ≤ - 10 k – 14+14 ≤ - 10+14            Add 14 to both sides k ≤ 4

Solve the following inequality: k - 14 ≤ - 10

Solution for the question - solve the following inequality: k - 14  - 10 k  -24k  4k  4k  24

Solve the following inequality: k - 14  - 10-Turito

x + 1 &gt; 6   x + 1 -1 &gt; 6 -1           Subtract 1 from both sides. x &gt; 5

Solution for the question - x + 1 > 6 x 5x 5

X + 1 > 6-Turito

<img src="data:image/png;base64,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" alt="" /> Number line shows x &lt; 3. because hollow circle is given at 3 , and it go from 3 to 0 so, x&lt; 3 is to be answer

Find the number line show. <img src="data:image/png;base64,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" alt="" />

Solution for the question - find the number line show. x > 6x 3x = 3

Find the number line show.-Turito

x &lt; 3 Matches <img src="data:image/png;base64,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" alt="" /> because at point 3 a hollow circle is given and it goes to negative no. so x&lt;3 is the answer

Solution for the question - choose the correct graph matches the inequality. x < 3? dcba

Choose the correct graph matches the inequality. x < 3?-Turito

12 + p &gt; 36. 12-12 + p &gt; 36-12                   subtract 12 from both sides. p &gt; 24

Solution for the question - solve the inequality 12 + p > 36. p = 25p 24

Solve the inequality 12 + p > 36.-Turito

x + 6 ≤ 13 x + 6 -6 ≤ 13 -6        Subtract 6 from both sides. x ≤ 7

Solution for the question - solve the inequality x + 6  13 x  17x  7x  17x  7

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r + 1 > 10

r > 1r < 8r ≤ 3r > 9

our goal is to find r from r+1, it will achieve by substracting 1 both side

The correct answer is: r > 9

r + 1>10r + 1–1> 10 –1 Subtract 1 from both sidesr > 9

Related Questions to study

p + 5 ≥ 8

p + 5 ≥ 8

c + 4 > 8

c + 4 > 8

Find inequality matches this situation: You must be at least 18 years old to vote.

Find inequality matches this situation: You must be at least 18 years old to vote.

Translate the following phrase: You and your friends ate more than 8 slices of pizza at the party.

Translate the following phrase: You and your friends ate more than 8 slices of pizza at the party.

Translate the following phrase: Tom can spend no more than 20 dollars on his mom's birthday present.

Translate the following phrase: Tom can spend no more than 20 dollars on his mom's birthday present.

x + 4 < 4

x + 4 < 4

10 ≥ x – 3

10 ≥ x – 3

s - 10 ≤ 1

s - 10 ≤ 1

Solve each inequality.-x + 7 > 10

Solve each inequality.-x + 7 > 10

Solve the following inequality:k - 14 ≤ - 10

Solve the following inequality:k - 14 ≤ - 10

x + 1 > 6

x + 1 > 6

Find the number line show.

Find the number line show.

Choose the correct graph matches the inequality.x < 3?

Choose the correct graph matches the inequality.x < 3?

Solve the inequality 12 + p > 36.

Solve the inequality 12 + p > 36.

Solve the inequalityx + 6 ≤ 13

Solve the inequalityx + 6 ≤ 13

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r > 1
r < 8
r ≤ 3
r > 9

r + 1>10
r + 1–1> 10 –1 Subtract 1 from both sides
r > 9

Solve each inequality.
-x + 7 > 10

Solve each inequality.
-x + 7 > 10

Solve the following inequality:
k - 14 ≤ - 10

Solve the following inequality:
k - 14 ≤ - 10

Choose the correct graph matches the inequality.
x < 3?

Choose the correct graph matches the inequality.
x < 3?

Solve the inequality
x + 6 ≤ 13

Solve the inequality
x + 6 ≤ 13