Dividing Terms with the Same Exponent
Trending Questions
Q. Find the value of x, if:
(12527)×(12527)x=(53)18
(12527)×(12527)x=(53)18
- 35
- 5×3×5
- 53
- 5
Q. Which of the following statements is true about the following graph?
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1560446/original_image79.png)
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1560446/original_image79.png)
- The constant of proportionality can’t be determined.
- The constant of proportionality is negative.
- The constant of proportionality is positive.
- The constant of proportionality is zero.
Q. The given graph shows the relationship between the cost of shirts (y) vs. the number of shirts (x).
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1619124/original_Capture.PNG)
Which of the following functions shows that the cost of each shirt is the same as that is shown on the graph.
Which of the following functions shows that the cost of each shirt is the same as that is shown on the graph.
- y=0.5x
- y=12x
- y=0.4x
- y=10x
Q. The given graph shows a proportional relationship between the number of tennis balls sold (n) and their cost (c). Which of the following statements about the graph are true?
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1649805/original_Capture.JPG)
I. The equation of the graph is n=0.2c.
II. The equation of the graph is c=0.2n.
III. Each tennis ball costs $5.
IV. Each tennis ball costs $0.2.
I. The equation of the graph is n=0.2c.
II. The equation of the graph is c=0.2n.
III. Each tennis ball costs $5.
IV. Each tennis ball costs $0.2.
- Only statement IV.
- Only statement I.
- Both statement I and statement III.
- Both statement II and statement IV.
Q. Two cars started from the same position on a straight road. The first car covers 35 miles in every 40 minutes, while the distance traveled by the second car with time is shown by the graph below.
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1661937/original_image58.png)
What will be the distance between the cars after 2 hours from the start of their journey?
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1661937/original_image58.png)
What will be the distance between the cars after 2 hours from the start of their journey?
- 90 miles
- 20 miles
- 105 miles
- 15 miles
Q. Find the value of x, if:
(12527)×(12527)x=(53)18
(12527)×(12527)x=(53)18
- 53
- 5
- 5×3×5
- 35
Q.
Question 51
In the following question, fill in the blanks to make the statements true.
By multiplying (53)4 by
Q. On multiplying ___ by 3−5, we get 92.
- 37
- 310
- 39
- 38
Q. Find the value of x, if:
(12527)×(12527)x=(53)18
(12527)×(12527)x=(53)18
- 5×3×5
- 35
- 5
- 53
Q. pxqxrxsx×(rqps)x= ___
- 1
- (pqrs)x
- (qrps)2x
- (psqr)2x
Q. The given graph shows the number of teachers (x) and the number of students (y) in a class
Find the number of students for each teacher.
- 15
- 40
- 10
- 20
Q. The graph given below represents the proportional relationship between quantity x and quantity y. Which of the following statement(s) is/are correct?
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1661879/original_image59.png)
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1661879/original_image59.png)
Q.
Find the value of ((32)−1)−2.
49
−94
94
−49
Q. anbn= _____
- (ab)n
- abn
- anb
- (ab)−n
Q. Person A and Person B start walking from the same initial position in different directions. What is the difference in their rate of walking in miles per hour based on the given graph?
![](data:image/png;base64, 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)
- 2576mi per h
- 536mi per h
- 2546mi per h
- 2536mi per h
Q. If a and b are non-zero integers, m and n are any integers, then which of the following are true?
- aman=amn
- am×an=a(m+n)
- am×bm=(ab)m
- ambm=(ab)m
Q.
Simplify :(16−2−13−3)÷15−2
(925)2
(35)2
(53)2
(259)2
Q. The value of (−7)676 is .
- -1
- \N
- 1
- 2
Q. For an equation of a proportional relationship in the form y=mx, choose the correct value(s) of m.
- m= Slope.
- m= Unit rate.
- m= Constant of proportionality
- All of the above
Q. Find the value of x if (89)5=85x.
- 316
- 98
- 95
- 310
Q. Find the slope of the line y=0.
- 0
- 1
- Not defined
- 2
Q. Find the value of x, if:
(12527)×(12527)x=(53)18
(12527)×(12527)x=(53)18
- 35
- 5×3×5
- 5
- 53
Q. Person A and Person B start walking from the same initial position in different directions. What is the difference in their rate of walking in miles per hour based on the given graph?
![](data:image/png;base64, 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)
- 2546mi per h
- 2536mi per h
- 536mi per h
- 2576mi per h
Q. Find the value of x, if:
(12527)×(12527)x=(53)18
(12527)×(12527)x=(53)18
- 5×3×5
- 35
- 53
- 5
Q. Which one of the following options is equal to the expression
(34)5÷(53)5 ?
(34)5÷(53)5 ?
- (34÷53)5
- (43÷35)5
- (34÷53)
- (34÷35)5
Q. Which of the following equations are correctly written?
- ambm = (ab)m
- ambn = (ab)m−n
- am×an = (a)mn
- aman = (a)m−n
Q.
__
The value of (−7)(76)6 is:
Q. Given below is a force-displacement graph. Calculate the force applied (in newtons) for a displacement of 10 meters based on the given graph. (Hint: Newton (N) is a unit of force and meter (m) is a unit of displacement.)
![](https://df0b18phdhzpx.cloudfront.net/ckeditor_assets/pictures/1618373/original_40.JPG)
- 5 N
- 15 N
- 10 N
- 20 N