Turito Academy

Test Prep

Global form fields

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

PSAT

One-On-One Tutoring

Your gateway to the top global universities

Coding

Discover traits & skills, get a clear pathway to academic success.

Discovery Program

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

Solve the inequality x + 6  13-Turito

x + 5 ≤ 13 x + 5 -5 ≤ 13 -5        Subtract 5 from both sides. x ≤ 8

Solution for the question - solve the inequality. x + 5  13 x  18x  8x  18x  8

Solve the inequality. x + 5  13-Turito

w + 8 ≤ 36 w + 8 -8 ≤ 36 – 8   Subtract 8 from both sides. w ≤ 28

Solution for the question - w + 8  36 w28w28-w28_w_28

W + 8  36-Turito

X - 8 &gt; 18 X – 8+8 &gt; 18+8       Add 8 to both sides. x &gt; 26

Solution for the question - x - 8 > 18 - x 26-x > 26

X - 8 > 18-Turito

You are driving, and the maximum speed limit is 55. maximum means it's highest limit , it not cross the limit inequality use is (<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABAAAAALCAYAAAB24g05AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAKIPF7gAAAADlJREFUeNpjYCAeWALxfgYyAEzjXiibfhr3k6oRBv4DcREDBYBiF9DMIFBgmlNq0G4GeoAfBDAKAACLixa2LHq2kwAAAFB0RVh0TWF0aE1MADxtYXRoIHhtbG5zPSJodHRwOi8vd3d3LnczLm9yZy8xOTk4L01hdGgvTWF0aE1MIj48bW8+JiN4MjI2NDs8L21vPjwvbWF0aD4p6IARAAAAAElFTkSuQmCC" class="Wirisformula" alt="less or equal than" width="16" height="11" style="vertical-align:-1px" role="math" data-mathml='«math xmlns=¨http://www.w3.org/1998/Math/MathML¨»«mo»§#8804;«/mo»«/math»'/> )     s ≤ 55

Write an inequality for this situation: You are driving, and the maximum speed limit is 55.

Solution for the question - write an inequality for this situation: you are driving, and the maximumspeed limit is 55. s 55s 55s < 55

Have a query? Ask a Tutor!!

Can’t find what you’re looking for?

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

x > 8x < 8x ≤ 8x ≥ 8

The correct answer is: x > 8

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

Related Questions to study

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

Solve the inequality.x + 5 ≤ 13

Solve the inequality.x + 5 ≤ 13

w + 8 ≤ 36

w + 8 ≤ 36

X - 8 > 18

X - 8 > 18

Write an inequality for this situation:You are driving, and the maximum speed limit is 55.

Write an inequality for this situation:You are driving, and the maximum speed limit is 55.

With Turito Academy.

With Turito Foundation.

Get an Expert Advice From Turito.

Turito Academy

With Turito Academy.

Test Prep

With Turito Foundation.

Courses

Quick Links

x > 8
x < 8
x ≤ 8
x ≥ 8

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

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

Solve the inequality.
x + 5 ≤ 13

Solve the inequality.
x + 5 ≤ 13

Write an inequality for this situation:
You are driving, and the maximum speed limit is 55.

Write an inequality for this situation:
You are driving, and the maximum speed limit is 55.