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Write the following equations in statement forms:
$(i).\ p+4=15$
$(ii).\ m-7=3$
$(iii).\ 2m=7$
$(iv).\ \frac{m}{5}=3$
$(v).\ \frac{3m}{5}=6$
$(vi).\ 3p+4=25$
$(vii).\ 4p-2=18$
$(viii).\ \frac{p}{2}+2=8$
To do:
We have to write the given equations in statement forms.
Solution:
(i) Given equation is $p+4=15$
The given equation is written in the form of a statement as:
"The sum of $p$ and 4 is 15."
(ii) Given the equation is $m-7=3$.
The given equation is written in the form of a statement as:
"7 subtracted from $m$ is 3."
(iii) Given the equation is $2m=7$.
The given equation is written in the form of a statement as:
"Two times $m$ is 7".
(iv) Given the equation is $\frac{m}{5}=3$.
The given equation is written in the form of a statement as:
"One-fifth of $m$ is 3."
(v) Given the equation is $\frac{3m}{5}=6$.
The given equation is written in the form of a statement as:
"Three-fifth of $m$ is 6."
(vi) Given the equation is $3p+4=25$
The given equation is written in the form of a statement as:
"When 4 is added to three times the number $p$, it gives 25."
(vii) Given the equation is $4p-2=18$.
The given equation is written in the form of a statement as:
"When 2 is subtracted from four times of a number $p$, it gives 18."
(viii) Given the equation is $\frac{p}{2}+2=8$.
The given equation is written in the form of a statement as-
"When 2 is added to half of $p$, it gives 8."
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