Mathematics
Grade-7
Easy
Question
The value of
is _________.
Hint:
This question is solved using BODMASS.
The correct answer is: ![4 over 3](data:image/png;base64,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)
STEP BY STEP SOLUTION
![2 open parentheses fraction numerator negative 4 over denominator 3 end fraction close parentheses space minus space 2 open parentheses fraction numerator negative 6 over denominator 9 end fraction close parentheses space
M u l t i p l y i n g space 2 space a n d space o p e n i n g space b r a c k e t
equals space minus 8 over 3 space plus 12 over 9 space
T a k i n g space L C M thin space o f space 3 & 9 space left parenthesis i. e space 9 right parenthesis
equals space fraction numerator negative 24 space plus 12 over denominator 9 end fraction space
equals negative space 12 over 9 space equals negative space fraction numerator 4 over denominator space 3 end fraction](data:image/png;base64,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Related Questions to study
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,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)
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,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)
MathematicsGrade-7
Mathematics
Determine the value of -0.4 ÷ 0.3.
Determine the value of -0.4 ÷ 0.3.
MathematicsGrade-7
Mathematics
The distance between the two numbers represented (in red) on the number line is ______.
![](data:image/png;base64,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)
The distance between the two numbers represented (in red) on the number line is ______.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAo0AAABICAYAAACTF89jAAAIUUlEQVR4nO3dTWgUZxzH8d+UXJts4rk1Bz1IPMQixapgAq0YvCilKL2YFNt4kJqlbdR4WBUNuLTuBgRZKZjgJT0Ec/GFNAcPawpFQoKGHALmrQQRQiaG4HF7eNi87z6T3Z3MZvP9wDLJzjPP/A/L5Pc8+8zESaVSKQEAAABZfBJ0AQAAACh+hEYAAABYERoBAABgRWgEAACAFaERAAAAVoRGAAAAWBEaAQAAYEVoBAAAgBWhEQAAAFaERgAAAFgRGgEAAGBFaAQAAIAVoREAAABWhEYAAABYERoBAABgRWgEAACAFaERAAAAVoRGAAAAWBEaAQAAYEVoBAAAgNWOCo2O4wRdgu+i0aii0WjQZfgqmUzqxIkTQZfhOz6vpYHPa+ng81o6+LzmZtOh0XVdua5b0CIAAABQ3DyHRtd1FY/HVV9frxs3bvhZEwAAAIpMma2B67rq7OxUR0eHJiYmJEl1dXW+FwYAAIDikTE0pmcWu7q6lsIiAAAAdqYNQ6Prujpw4EDGsBiPx9Xb22vtPBQK+bo/lzbhcHjd/oqKirzPU4haC9HH3NycJGUN+oWoAwAA7CwbhsZQKKTx8XHF4/ENQ1YkElFjY6O1c9sNM/nuz6XN7t27c+pjcnIy6/7h4eFN1ZHLfi9t0nV2d3fn1IfXm5yCDNHz8/OanJzU6dOn8z6HlzZbMajItD89OPMa5P0eqDGgAIDS0NvbK9d1PeW5tKxrGltaWtTY2KhwOKzOzs5V+6qrq3OrMkDhcFgtLS1Bl+Gr9O31ra2tvp5nKwJwpv2vX7/Wo0ePdO7cubzPkU8dK+U7qMh0jq6uLs81eGm3FQM5yXv4nJ+flyTdv38/p+P9blOIAcXU1JQmJycVj8d9q6NYvukAsH1MTEwoHA6ro6NDly5d8hQerTfChEIhPXz4ULFYbMPwiJ0pyBmpsrIyPXnyRKdOnfLtHMXAcRw9fvw46DJy4jV8JhIJSVJzc3NOx/vdplAh+uPHj1kHFrkOKjZTx1b04eXZd1sRcP0aVLx580aSNDo66qmP7bj0aWxsTAsLCxoaGgqkDmy9oaEhNTU1eQqP1tCYlg6PkUiEG2MAZOX1j0dlZaWk7fnNhVfJZFIzMzOKxWJBl+Irx3GUSqWs7bZLAN6ozeLioiTp2LFjBauj2JY+LS4u6t27d2pqasq5j3zq2MoQXV9f79s5vLTxe1Dx6tUrScp4D8raz97K8BiJRDacmPEcGtOqq6tL+gIPAPDPdp6Nev/+vSRtag3YdpNMJnXr1i09f/48kPNv1aDixYsXikQivp3Dax02+QwqxsfHJS0vc1pr7Wzyyvc7OjpUW1u7Lu9tOjQCAAD4YSsHFaX+zGnbPQ7Xr19f989a6urqFIvFVFtbu+ExhEYAAIAdzBYW0wiNAAAAO5DXsJjmpLysXAYAAEDJcF1301/3ExoBAABg9UnQBQAAAKD4ERoBAABgRWgEAACAFaERAAAAVoRGAAAAWBEaAQAAYEVoBAAAgBWhEQAAAFaERgAAAFgRGgEAAGBFaAQAAIAVoREAAABWhEYAAABY7YjQmEgktGfPHjmOo6qqKl27dk2zs7NBl4WN3Lwpff655DhSRYXU3CxNT9uPGxw0bffvN8c6juknHve/ZgDb2+Cg1NCwfO3Yv1/q6fF27NGjy8etfTU0+Fs3kMHs7Kyi0aiqqqqUTCYL1m/Jh8ZEIqELFy7o4MGDSqVSOn78uNrb23X37t2gS8NaN29KkYhUUyOlUtLhw9KDB9KtW/Zjf/7ZtD1/3hx75owJm+Gw1N/vf+0AtqfpaenUKen5c+nvv81rZET64QcTJvNx/nxhagQ2obu7W3v37tXly5c1NzdX0L5LPjRevXpVknTx4sVV2/b2dmYbi80ff5ht+kKb3j544G22saZGamkxP3/33fL78/OFqxFAaXn40FxfjhyRvv7avI4ckT58kBIJ+/EvX5qgmUotv375xVyPvv3W//qBFRKJhKampjQ2NuZL/2W+9FokhoeHl1L2vn37JElHjx5d2j86OrrqdwSov99cpCXpyy/NduUF999/pc8+y3z82un3dFDkwg0gm3/+MduamuX3Dh0yYXBkxH58KrX698FBMwCOxQpXI+BRc3Ozr/2X9EzjwsLC0s+7du1at/9DOqQgeCtnAzcKh5uZLZyelu7elcrLWdMIILv034lPP12/z3U33180aq5h6W89gBJS0jONNuXl5UGXAK8qKry3/e03s33zJvvsJABkEwptrn1Pj/TXX9KNG/7UAwSspGcaV3r79m3QJcCrfBafnz1rwuKzZwRGAN7991/+fcRi5huOpqb8+wKKUEmHxpXrFWdmZiSZdY6SVFlZyXrGYrJy3eH4uNmm73ouL/e2LvHXX9cHxoYG8z4AbOTQIbNdGRrTaxmPH/feTzxu1kGePcuAFSWrpEOjJLW1tUmS7t27J8ncWSRJV65cCawmZPDTT2b755+rtz/+uNzGccxz0dbq6TGLz0dGlp/z6DjmMRoAkMn335uB6cuXZqDa3y8NDKyeMezpMdeTbAPQ9GPcfL4RAfDi6dOnSz8/e/asYP2WfGi8ffu22tra1NfXJ8dx1NfXpzt37qi1tTXo0rBWImGC48CAuUAPDJhHV/z+u/3YcDjzvq++KlyNAErLF1+YUFhTI33zjXkdPmze8zpj2NNjbsA7c8b0BwQkmUzKcRydPHly6b329nY5jqNoNJp3/04qtfZ5AQAAAMBqJT/TCAAAgPwRGgEAAGBFaAQAAIAVoREAAABWhEYAAABYERoBAABgRWgEAACAFaERAAAAVoRGAAAAWBEaAQAAYEVoBAAAgNX/JS380eLNlT8AAAAASUVORK5CYII=)
MathematicsGrade-7
Mathematics
Edward bought 3 pencils of equal price of $4.20. The price of each pencil is __________.
Edward bought 3 pencils of equal price of $4.20. The price of each pencil is __________.
MathematicsGrade-7
Mathematics
The sum or difference of
is _____.
The sum or difference of
is _____.
MathematicsGrade-7
Mathematics
Determine the value of ![fraction numerator negative 6 over denominator 9 end fraction space plus space open parentheses fraction numerator negative 4 over denominator 2 end fraction close parentheses](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGUAAAAmCAYAAADdsFUNAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAY00gKyAAAA0NJREFUeNrtW2GEVFEUPsZKxoistZLEGhnJWpJkjMTKyupHJFn9yLKSfvYnSTIi/UyWlSRZkSRZ/UuS/RFrZWStyP7qx9o/GVljDK9zvG+yal69+949790x9+NjZ41zz53v3nPvO+c8osHEVebDnH14AD8ywTHmC2aT2WK+YZ50SJAa8zNzSHGMaWbwn+/I+I0sfps5iHAIn/cwZ5gfHRGkyNxgTiiOUWKuxRBFcAT+lLScOcxccTxs1ZnzymMsMGdjitINY3VNZy46LMgI8wdzv+IYVeY7/B1XlH0I9SMaDq1jAFdxk/lM0f4unBEHDUURPGbe0nCqhbPkFXOb2UY4m3FElDUc8lq4x7y243NguMPW43wxiME/v7/KPIObRQGDfc3y6hcBWSxbBt83nfs4c7mHDRNsMiu2J96MiNdy0/mesyiXmYuK9j8xyylFWYSfVvEWu6MX2jmL8pR5RdG+ya6Kwiz8tP6UfKHH/ytYSXliCWE1S5julCksbOu3jw9QvPu0fBw3ksmcRdnSunJaFKVkeO4ZPQs8Yv5kdiBSjfLH9j9CqyuiFODnwCDoEz/bg/TjBn7xeFG8KF4UL0qm8wsypFa6I6korszd7xQfvrwoXhQvihdloEUhL0o0pC1GOlSk2ij5mpfMMYcn27Fkp4q5NpESkVYlm5XVxGmW08wvFPZ3SRJNMsKSGZZy5qijothKSEqCVZpDui1B0sGzTHYaRoYoRUJyJWJXnGfed1QUqXzuVbItjRINC3aGKUXqPioUyEpcdVQUKXJNKdpvWbAhRbjERa5vzKMRK8bVesATUqh/Ayfo76aJJJiDn4kgYWoDh30BnMYucbUecIl0er52U1jqrlqw9TztwhFB3mPbCqWhu+zwTpEWo03LNuWMeo2Ljw3IeVLRWjWuooFQYwNjEKRsyd4pitmMl8Rw3WFRrlPYHpoWspqlD6Fo0TcJrTc0Jn2XdJunbVw50zZ4jyJU23y35QCFjSbDaYxIV/k5CluKCJOU5uSzfZDGuE3p3uBaUoj7suvupDUyiUO+g3SD3BrGqT9QxJU+qb82Cnc7MUHKLw31C+T6qv16XRx0X52okcfvB7X5nH2QMNqzv/kXu0YP+en7B5cAAAELdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1mcmFjPjxtcm93Pjxtbz4mI3gyMjEyOzwvbW8+PG1uPjY8L21uPjwvbXJvdz48bW4+OTwvbW4+PC9tZnJhYz48bW8+JiN4QTA7PC9tbz48bW8+KzwvbW8+PG1vPiYjeEEwOzwvbW8+PG1mZW5jZWQgc2VwYXJhdG9ycz0ifCI+PG1mcmFjPjxtcm93Pjxtbz4mI3gyMjEyOzwvbW8+PG1uPjQ8L21uPjwvbXJvdz48bW4+MjwvbW4+PC9tZnJhYz48L21mZW5jZWQ+PC9tYXRoPpCu7zkAAAAASUVORK5CYII=)
Determine the value of ![fraction numerator negative 6 over denominator 9 end fraction space plus space open parentheses fraction numerator negative 4 over denominator 2 end fraction close parentheses](data:image/png;base64,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)
MathematicsGrade-7
Mathematics
The cost of
meters of cloth is $
. The cost of one meter is __________.
The cost of
meters of cloth is $
. The cost of one meter is __________.
MathematicsGrade-7
Mathematics
The sum or difference of
is ______.
The sum or difference of
is ______.
MathematicsGrade-7
Mathematics
The cost of each apple is $![1 1 half](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAjCAYAAACHIWrsAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAXQ/cXWQAAAKRJREFUeNpjYKAOUAPiWiC+wEAnsBiI04D4PwOdwaiFoxaOWjgELSS3iPqPBY8WUaMWDpyF/8nEo0E6TC0ku4iiF7AG4jVA/AmIf0HL4GhaWngQiCOBmAfK1wLio1AxugF5IL5E76D+QU/LLKHBShfAAcQnoYmJ5kAQiDcAsRs9LFOCWqZCD8s0gHg2EHPRwzJxIF4FxCz0SiRboD6kayFPUoULACecRpBeE5HpAAAAbHRFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtbj4xPC9tbj48bWZyYWM+PG1uPjE8L21uPjxtbj4yPC9tbj48L21mcmFjPjwvbWF0aD7h1+iVAAAAAElFTkSuQmCC)
The cost of each apple is $![1 1 half](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABwAAAAjCAYAAACHIWrsAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAXQ/cXWQAAAKRJREFUeNpjYKAOUAPiWiC+wEAnsBiI04D4PwOdwaiFoxaOWjgELSS3iPqPBY8WUaMWDpyF/8nEo0E6TC0ku4iiF7AG4jVA/AmIf0HL4GhaWngQiCOBmAfK1wLio1AxugF5IL5E76D+QU/LLKHBShfAAcQnoYmJ5kAQiDcAsRs9LFOCWqZCD8s0gHg2EHPRwzJxIF4FxCz0SiRboD6kayFPUoULACecRpBeE5HpAAAAbHRFWHRNYXRoTUwAPG1hdGggeG1sbnM9Imh0dHA6Ly93d3cudzMub3JnLzE5OTgvTWF0aC9NYXRoTUwiPjxtbj4xPC9tbj48bWZyYWM+PG1uPjE8L21uPjxtbj4yPC9tbj48L21mcmFjPjwvbWF0aD7h1+iVAAAAAElFTkSuQmCC)
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
Determine the value of
.
Determine the value of
.
MathematicsGrade-7
Mathematics
The sum or difference of
is _____.
The sum or difference of
is _____.
MathematicsGrade-7
Mathematics
The sum or difference of
is _________.
The sum or difference of
is _________.
MathematicsGrade-7