Mathematics
Grade-7
Easy
Question
The quotient of
is _________.
Hint:
Following BODMASS rule to solve the question.
The correct answer is: ![25 over 2](data:image/png;base64,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)
STEP BY STEP SOLUTION
![fraction numerator negative 10 over denominator 4 end fraction space divided by space minus 0.2
C o n v e r t i n g space d e c i m a l space i n t o space f r a c t i o n
space equals space fraction numerator negative 10 over denominator 4 end fraction space divided by space fraction numerator negative 2 over denominator 10 end fraction space
D i v i d i n g space
equals space fraction numerator negative 10 over denominator 4 end fraction space cross times space fraction numerator negative 10 over denominator 2 end fraction space equals space 100 over 8 space equals space 25 over 2](data:image/png;base64,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)
Related Questions to study
Mathematics
The sum or difference of
is ___________.
The sum or difference of
is ___________.
MathematicsGrade-7
Mathematics
Simply ![10 over 8 left parenthesis 12 right parenthesis space plus space 12 open parentheses fraction numerator negative 6 over denominator 10 end fraction close parentheses](data:image/png;base64,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)
Simply ![10 over 8 left parenthesis 12 right parenthesis space plus space 12 open parentheses fraction numerator negative 6 over denominator 10 end fraction close parentheses](data:image/png;base64,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)
MathematicsGrade-7
Mathematics
The sum or difference of
is ___________.
The sum or difference of
is ___________.
MathematicsGrade-7
Mathematics
If a number is divided by
to
. The number is _________.
If a number is divided by
to
. The number is _________.
MathematicsGrade-7
Mathematics
The sum or difference of
is _____________.
The sum or difference of
is _____________.
MathematicsGrade-7
Mathematics
An airplane covers 1020 miles in an hour. Distance covered by it in
hours is __________ miles.
An airplane covers 1020 miles in an hour. Distance covered by it in
hours is __________ miles.
MathematicsGrade-7
Mathematics
The value of
is __________.
The value of
is __________.
MathematicsGrade-7
Mathematics
The sum or difference of
is _____________.
The sum or difference of
is _____________.
MathematicsGrade-7
Mathematics
The value of
is ___________.
The value of
is ___________.
MathematicsGrade-7
Mathematics
The sum or difference of
is __________.
The sum or difference of
is __________.
MathematicsGrade-7
Mathematics
Simplify ![2 open parentheses negative 1 third close parentheses space plus space 3 open parentheses negative 1 fourth close parentheses space plus space 1 open parentheses fraction numerator negative 1 over denominator 2 end fraction close parentheses](data:image/png;base64,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)
Simplify ![2 open parentheses negative 1 third close parentheses space plus space 3 open parentheses negative 1 fourth close parentheses space plus space 1 open parentheses fraction numerator negative 1 over denominator 2 end fraction close parentheses](data:image/png;base64,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)
MathematicsGrade-7
Mathematics
The sum or difference of
is _________.
The sum or difference of
is _________.
MathematicsGrade-7
Mathematics
The value of
is _________.
The value of
is _________.
MathematicsGrade-7
Mathematics
Determine the distance between 2.5 and - 0.5 on the number line shown
![](data:image/png;base64,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)
Determine the distance between 2.5 and - 0.5 on the number line shown
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoYAAABQCAYAAACEcrRiAAAJrklEQVR4nO3cQUgU/x/G8Wf+RNBBcrV7P9FjYNHaoYLoEIqnOoSWF7skShR1sEgihS4uQRKUGR7qkgZBQWh2SnChCEmlulRKdqgOu5lQ5+//0My0q7m6OuN3d/b9guUHu+38ntmdmX2c+ew6xhgjAAAAlLz/2Q4AAACAwkAxBAAAgCSKIQAAAFwUQwAAAEiiGAIAAMBFMQQAAIAkiiEAAABcFEMAAABIohgCAADARTEEAACAJIohAAAAXBRDAAAASKIYAgAAwEUxBAAAgCSKIQAAAFwUQwAAAEiiGAIAAMBFMQQAAIAkiiEAAABcFEMAAABIohgCAADARTEEAACAJIohAAAAXBRDAAAASCqRYug4ju0IoUskEkokErZjhCqZTKqhocF2jNCxvUYD22t0sL1GB9vr6kqiGAIAAGB1FEMAAIAiNz4+HshyKIYAAABFbnx8XI7j6OnTpxtazpaA8gAAAMCyZDKpZDKpb9++6caNG3k/nzOGAAAAEdPX1yfHcXT+/Pm8nlfwZwx//vxZUMvZrOXma2FhQZL0+fNn/75CybaSfPO9fftWP378CGyOIhfbr92TJ09yPm47Xy5ryZZMJiVJW7duDTvOMpv12n358kWfPn1Sd3f3mv794uJiyIk2JtfrdurUqU1MslzY7+nHjx8lSS9fvsz7uYW8r0p/8/3+/Vvfv3/Xnj17LCf6tyBfx6qqqsCWtVQhvt99fX26d++epqam9N9//63677dIUnd3t3p6ekIPtx7l5eWBLCesDSGofBvlfagMDw/79xVKtpXkm29xcVHz8/Obsq3afu3u37+f83Hb+XJZSzbvD5n5+fmw4yyzffv2Tf9/rsXOnTttR8iptrb2n/ffu3dPhw4d2uQ02cLeHx4/fixJOnbsWN7PLeR9Vfqbb2pqSoODg7p165blRCsL4rWsqqrSixcvAkiTm433vaenR319fctynDt3Tq2trWsqhVJGMVzrX7XFyHEc/4MoqrzfLOrs7LScJDzJZFLXrl3T2NiY7SihchzH/yCKqlLZXr9+/RrpY6v052xha2ur7Rih+vDhgyTp6NGjlpOE59evXyorK9Pu3bttRwndWgtSscn8o3fbtm3q7OzMqxB6Cv5SMgAAAFZXXl6ueDyueDy+7j9K+fIJAABAkTt69KimpqZ05MgRxWKxdS+HM4YAAABFLqgxAM4YAgAAQBLFEAAAAC7HGGNshwAAAIB9nDEEAACAJIohAAAAXBRDAAAASKIYAgAAwEUxBAAAgCSKIQAAAFwUQwAAAEiiGAIAAMBFMQQAAIAkiiEAAABcFEMAAABIohgCAADARTEEAACAJIqhJGlubk4NDQ22YwAAAASmpqYm7+eUXDFMJBJyHCfrVl1dbTtWaGZmZvz1jJrh4WE1NzeroqJCjuOopqZGXV1dtmMFauk6Oo6j5uZmpdNp29ECl06nlUgkVFFRoWQyaTvOuqXTaXV1dWVtlwMDA7ZjhWJubk4dHR2RPL4kk0l1dHSopqbG3/fq6uo0MzNjO1qgSuE4mmlgYECO40TuZFAymVzWbRzH0ezsbP4LMyWmt7fXSFp2q6+vtx0tcKlUysRiMX8do2RiYsJ/31KplJmenvbX886dO7bjBcJbx3g87q+j9342NTXZjheooaGhrG11YmLCdqR1a2pq8rfDVCplqqurjSQzMjJiO1pgUqnUsmNp1EgysVjMTE9Pm1QqZeLxuH9fVJTCcTSTt75R/MzPXLelt3yV3BlDSaqvr5cxJus2NjZmO1bgWlpadOnSJdsxQnX27FlVVlaqtrbWv2/79u0WEwWvp6fHX8d9+/ZJkn7+/Gk5VXAGBgb05csXffz40XaUDZuZmdHDhw8lSW1tbaqsrNTp06clSVevXrUZLVBXrlzRrl27NDIyYjtKqNrb21VbW6vKykodP35ckrSwsGA5VfBK4TiaTqfV2tqqy5cv244SqqXdxhiT9zK2hJALBSCRSGjv3r3av3+/7SihOHjwoL/Bz83N6dGjR5Kky5cvq7m52Wa0wGSuo8e7hHz27FkbkULR1tZmO0JgXr16JUmKx+P+fd4+ODk5aSVTGG7fvi1JRX3JfzVL973FxUVJilSxKIXjqKelpUU3b97Uu3fvbEcpeCV5xvD169dZcyPNzc2RmhsZHR3V3bt3deHCBb1//952nFA1NDSourpaFy9eVDwe14EDB2xHCs3w8LAmJyfV3t6uxsZG23HwD155qKys/OfjUZwNLQUzMzPq7+9XPB7XhQsXbMcJXNSPo11dXSovL1djY6PevHljO06o6urqsmZiR0dH819IMFe37dEK19Qzb729vVnPmZ6eNsb8mZPx5oGqq6ttxF+TleYil96MMWZ2dtbEYjF/Rivzud7MYSHKNR+ReVtp9uzOnTv+vynkWa71bK/GGH++cGhoyELq/OSzvS612vtc6Lx1z5xfyty2oybK6+bx5gvb29ttRwldsRxH8zEyMmJisZhJpVLGGGPq6+v9fXRiYiJSs4ZetzEm+zg8Ozub13KiuzevUeaBrVg/jDKt5UM5qrwdPmpfzCimUrhRxb4vevtf5h+aUS5PUV43Y0qrFHqidhz11melW5SK4VK5TjbkUnKXkh3HWfGr+GVlZZucJnidnZ1ZQ6e9vb3+Y2adg6iFyPvZobm5uWWPVVRUWEgUjnQ6rcOHD+v27dv+zI/3E0QoPN48YeZPRHjjHE1NTVYyYf1aWlpUV1fnz1Sm02nV1NREZrayFI6jY2NjWZ+J9fX1kv5+CTUqXzxtaGhQXV3dPx/L94tEJVcMJam/v9+fKXzw4IGkP8Pimd/Iigpv5kmK5nzT9evXJf0pS69fv5YknTx50makQLW0tGhhYUEnTpzw50Z2795tO1YoMmdhnj17ZjHJ+h08eND/4snAwIDS6bQGBwclSWfOnLEZLRSZ79O6ZpkKWCKR0PPnz9Xf3+/vezt27Fjf78IVuKgfRzN5n4NR/DycnJzU8PCwJPn/jcViOnLkSH4LCvbEZeHr7e31f49K7iWf9vZ2f/4gSpbO7UXplLn3O2reb8TJvfRRrJcg/2VoaKgkLn/kmi/N9xJIIcicXZb+/A5lVOa1PLlGVqKwD87OzpbEOE4pHEczLd1ui/H4spKRkZGsy+axWMw0NTVlzR2ulWNMRK4tAgAAYENK8lIyAAAAlqMYAgAAQBLFEAAAAC6KIQAAACRRDAEAAOCiGAIAAEASxRAAAAAuiiEAAAAkUQwBAADgohgCAABAEsUQAAAALoohAAAAJFEMAQAA4KIYAgAAQBLFEAAAAK7/A1uSAxmt/XBnAAAAAElFTkSuQmCC)
MathematicsGrade-7
Mathematics
The distance between the numbers -4 and 2 on the number line is _____.
![](data:image/png;base64,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)
The distance between the numbers -4 and 2 on the number line is _____.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoYAAABQCAYAAACEcrRiAAAJrklEQVR4nO3cQUgU/x/G8Wf+RNBBcrV7P9FjYNHaoYLoEIqnOoSWF7skShR1sEgihS4uQRKUGR7qkgZBQWh2SnChCEmlulRKdqgOu5lQ5+//0My0q7m6OuN3d/b9guUHu+38ntmdmX2c+ew6xhgjAAAAlLz/2Q4AAACAwkAxBAAAgCSKIQAAAFwUQwAAAEiiGAIAAMBFMQQAAIAkiiEAAABcFEMAAABIohgCAADARTEEAACAJIohAAAAXBRDAAAASKIYAgAAwEUxBAAAgCSKIQAAAFwUQwAAAEiiGAIAAMBFMQQAAIAkiiEAAABcFEMAAABIohgCAADARTEEAACAJIohAAAAXBRDAAAASCqRYug4ju0IoUskEkokErZjhCqZTKqhocF2jNCxvUYD22t0sL1GB9vr6kqiGAIAAGB1FEMAAIAiNz4+HshyKIYAAABFbnx8XI7j6OnTpxtazpaA8gAAAMCyZDKpZDKpb9++6caNG3k/nzOGAAAAEdPX1yfHcXT+/Pm8nlfwZwx//vxZUMvZrOXma2FhQZL0+fNn/75CybaSfPO9fftWP378CGyOIhfbr92TJ09yPm47Xy5ryZZMJiVJW7duDTvOMpv12n358kWfPn1Sd3f3mv794uJiyIk2JtfrdurUqU1MslzY7+nHjx8lSS9fvsz7uYW8r0p/8/3+/Vvfv3/Xnj17LCf6tyBfx6qqqsCWtVQhvt99fX26d++epqam9N9//63677dIUnd3t3p6ekIPtx7l5eWBLCesDSGofBvlfagMDw/79xVKtpXkm29xcVHz8/Obsq3afu3u37+f83Hb+XJZSzbvD5n5+fmw4yyzffv2Tf9/rsXOnTttR8iptrb2n/ffu3dPhw4d2uQ02cLeHx4/fixJOnbsWN7PLeR9Vfqbb2pqSoODg7p165blRCsL4rWsqqrSixcvAkiTm433vaenR319fctynDt3Tq2trWsqhVJGMVzrX7XFyHEc/4MoqrzfLOrs7LScJDzJZFLXrl3T2NiY7SihchzH/yCKqlLZXr9+/RrpY6v052xha2ur7Rih+vDhgyTp6NGjlpOE59evXyorK9Pu3bttRwndWgtSscn8o3fbtm3q7OzMqxB6Cv5SMgAAAFZXXl6ueDyueDy+7j9K+fIJAABAkTt69KimpqZ05MgRxWKxdS+HM4YAAABFLqgxAM4YAgAAQBLFEAAAAC7HGGNshwAAAIB9nDEEAACAJIohAAAAXBRDAAAASKIYAgAAwEUxBAAAgCSKIQAAAFwUQwAAAEiiGAIAAMBFMQQAAIAkiiEAAABcFEMAAABIohgCAADARTEEAACAJIqhJGlubk4NDQ22YwAAAASmpqYm7+eUXDFMJBJyHCfrVl1dbTtWaGZmZvz1jJrh4WE1NzeroqJCjuOopqZGXV1dtmMFauk6Oo6j5uZmpdNp29ECl06nlUgkVFFRoWQyaTvOuqXTaXV1dWVtlwMDA7ZjhWJubk4dHR2RPL4kk0l1dHSopqbG3/fq6uo0MzNjO1qgSuE4mmlgYECO40TuZFAymVzWbRzH0ezsbP4LMyWmt7fXSFp2q6+vtx0tcKlUysRiMX8do2RiYsJ/31KplJmenvbX886dO7bjBcJbx3g87q+j9342NTXZjheooaGhrG11YmLCdqR1a2pq8rfDVCplqqurjSQzMjJiO1pgUqnUsmNp1EgysVjMTE9Pm1QqZeLxuH9fVJTCcTSTt75R/MzPXLelt3yV3BlDSaqvr5cxJus2NjZmO1bgWlpadOnSJdsxQnX27FlVVlaqtrbWv2/79u0WEwWvp6fHX8d9+/ZJkn7+/Gk5VXAGBgb05csXffz40XaUDZuZmdHDhw8lSW1tbaqsrNTp06clSVevXrUZLVBXrlzRrl27NDIyYjtKqNrb21VbW6vKykodP35ckrSwsGA5VfBK4TiaTqfV2tqqy5cv244SqqXdxhiT9zK2hJALBSCRSGjv3r3av3+/7SihOHjwoL/Bz83N6dGjR5Kky5cvq7m52Wa0wGSuo8e7hHz27FkbkULR1tZmO0JgXr16JUmKx+P+fd4+ODk5aSVTGG7fvi1JRX3JfzVL973FxUVJilSxKIXjqKelpUU3b97Uu3fvbEcpeCV5xvD169dZcyPNzc2RmhsZHR3V3bt3deHCBb1//952nFA1NDSourpaFy9eVDwe14EDB2xHCs3w8LAmJyfV3t6uxsZG23HwD155qKys/OfjUZwNLQUzMzPq7+9XPB7XhQsXbMcJXNSPo11dXSovL1djY6PevHljO06o6urqsmZiR0dH819IMFe37dEK19Qzb729vVnPmZ6eNsb8mZPx5oGqq6ttxF+TleYil96MMWZ2dtbEYjF/Rivzud7MYSHKNR+ReVtp9uzOnTv+vynkWa71bK/GGH++cGhoyELq/OSzvS612vtc6Lx1z5xfyty2oybK6+bx5gvb29ttRwldsRxH8zEyMmJisZhJpVLGGGPq6+v9fXRiYiJSs4ZetzEm+zg8Ozub13KiuzevUeaBrVg/jDKt5UM5qrwdPmpfzCimUrhRxb4vevtf5h+aUS5PUV43Y0qrFHqidhz11melW5SK4VK5TjbkUnKXkh3HWfGr+GVlZZucJnidnZ1ZQ6e9vb3+Y2adg6iFyPvZobm5uWWPVVRUWEgUjnQ6rcOHD+v27dv+zI/3E0QoPN48YeZPRHjjHE1NTVYyYf1aWlpUV1fnz1Sm02nV1NREZrayFI6jY2NjWZ+J9fX1kv5+CTUqXzxtaGhQXV3dPx/L94tEJVcMJam/v9+fKXzw4IGkP8Pimd/Iigpv5kmK5nzT9evXJf0pS69fv5YknTx50makQLW0tGhhYUEnTpzw50Z2795tO1YoMmdhnj17ZjHJ+h08eND/4snAwIDS6bQGBwclSWfOnLEZLRSZ79O6ZpkKWCKR0PPnz9Xf3+/vezt27Fjf78IVuKgfRzN5n4NR/DycnJzU8PCwJPn/jcViOnLkSH4LCvbEZeHr7e31f49K7iWf9vZ2f/4gSpbO7UXplLn3O2reb8TJvfRRrJcg/2VoaKgkLn/kmi/N9xJIIcicXZb+/A5lVOa1PLlGVqKwD87OzpbEOE4pHEczLd1ui/H4spKRkZGsy+axWMw0NTVlzR2ulWNMRK4tAgAAYENK8lIyAAAAlqMYAgAAQBLFEAAAAC6KIQAAACRRDAEAAOCiGAIAAEASxRAAAAAuiiEAAAAkUQwBAADgohgCAABAEsUQAAAALoohAAAAJFEMAQAA4KIYAgAAQBLFEAAAAK7/A1uSAxmt/XBnAAAAAElFTkSuQmCC)
MathematicsGrade-7