$$4-2\times2=\dots$$  

(a)  

$$6-1-(-3)=\dots$$  

(a)  

$$7+0\div(-4)=\dots$$  

(a)  

$$9\times1+(-6)=\dots$$  

(a)  

$$8\div\left(-2\right)\times7=\dots$$  

(a)  

$$-2+6-8=\dots$$  

(a)  

$$-5-9\div3=\dots$$  

(a)  

$$1+\left(-8\right)+4=\dots$$  

(a)  

$$-1\times15\div3=...$$  

(a)  

$$3-4+1=...$$  

(a)  

$$6-3\times2=...$$  

(a)  

$$8-1-\left(-3\right)=...$$  

(a)  

$$7+0\div\left(-6\right)=...$$  

(a)  

$$9\times2+\left(-6\right)=...$$  

(a)  

$$8\div\left(-2\right)\times5=...$$  

(a)  

$$-2+9-8=...$$  

(a)  

$$-5-12\div3=...$$  

(a)  

$$1+\left(-7\right)+4=...$$  

(a)  

$$2+16\div8=...$$  

(a)  

$$6\div\left(-3\right)+1=...$$  

(a)  

$$4-2\times4=...$$  

(a)  

$$6-1-\left(-5\right)=...$$  

(a)  

$$-4+0\div\left(-9\right)=...$$  

(a)  

$$-4\times1+\left(-6\right)=...$$  

(a)  

$$10\div\left(-2\right)\times7=...$$  

(a)  

$$-5+6-8=...$$  

(a)  

$$-5-16\div4=...$$  

(a)  

$$1+\left(-8\right)+7=...$$  

(a)  

$$2\times15-3=\dots$$  

(a)  

$$3+3\div1=\dots$$  

(a)  

$$4-6\times3=\dots$$  

(a)  

$$6-\left(-1\right)+(-3)=\dots$$  

(a)  

$$5+8\div\left(-4\right)=\dots$$  

(a)  

$$9\div1+\left(-6\right)=\dots$$  

(a)  

$$12\div\left(-2\right)\times3=\dots$$  

(a)  

$$12\div\left(-2\right)\times3=\dots$$  

(a)  

$$-2+6-(-8)=\dots$$  

(a)  

$$-5-(-6)\div3=\dots$$  

(a)  

$$2+8\div\left(-4\right)=\dots$$  

(a)  

$$2+21\div\left(-3\right)=...$$  

(a)  

$$6-3+1=...$$  

(a)  

$$4-2\times2=...$$  

(a)  

$$6-1-\left(-7\right)=...$$  

(a)  

$$-8+0\div\left(-4\right)=...$$  

(a)  

$$9\times1-\left(-6\right)=...$$  

(a)  

$$6\div\left(-2\right)\times7=...$$  

(a)  

$$-2+\left(-6\right)-8=...$$  

(a)  

$$5-9\div3=...$$  

(a)  

$$-1+\left(-9\right)+4=...$$  

(a)  

$$2+15\div3=\dots$$  

(a)  

$$2+18\div2=...$$  

(a)  

$$3-3+8=...$$  

(a)  

$$4-2\times3=...$$  

(a)  

$$4-2\times3=...$$  

(a)  

$$9-1-\left(-3\right)=...$$  

(a)  

$$-5+0\div\left(-4\right)=...$$  

(a)  

$$-9\times\left(-1\right)-\left(-6\right)=...$$  

(a)  

$$-2+6+8=...$$  

(a)  

$$-5+9\div3=...$$  

(a)  

$$1+\left(-8\right)+\left(-5\right)=...$$  

(a)  

$$2-18\div3=\dots$$  

(a)  

$$3+3-(-3)=\dots$$  

(a)  

$$4\div2\times2=\dots$$  

(a)  

$$6-1\times\left(-3\right)=\dots$$  

(a)  

$$7\times0\div1=\dots$$  

(a)  

$$9\times(-1)+(-6)=\dots$$  

(a)  

$$8+(-2)\times3=\dots$$  

(a)  

$$-2\times6-8=\dots$$  

(a)  

$$-5+9\div3=\dots$$  

(a)  

$$1+(-8)\div2=\dots$$  

(a)  

$$2+27\div3=...$$  

(a)  

$$3-5+1=...$$  

(a)  

$$4-2\div2=...$$  

(a)  

$$6-3-\left(-3\right)=...$$  

(a)  

$$-2+0\div\left(-4\right)=...$$  

(a)  

$$9\times3+\left(-7\right)=...$$  

(a)  

$$8\div\left(-4\right)\times7=...$$  

(a)  

$$-2+6-9=...$$  

(a)  

$$-5-12\div3=...$$  

(a)  

$$1+\left(-8\right)+4=...$$  

(a)  

$$2+\left(-10\right)\div\left(-2\right)=...$$  

(a)  

$$4-\left(-4\right)\times1=...$$  

(a)  

$$4-2+2=...$$  

(a)  

$$5-1-\left(-4\right)=...$$  

(a)  

$$6+0\div\left(-6\right)=...$$  

(a)  

$$9\times\left(-1\right)+\left(-5\right)=...$$  

(a)  

$$8\div2\times7=...$$  

(a)  

$$-2+\left(-5\right)-8=...$$  

(a)  

$$-8-9\div3=...$$  

(a)  

$$1+\left(-8\right)+4=...$$  

(a)  

$$-3-8\div\left(-2\right)=...$$  

(a)  

$$24\div\left(-6\right)+4=...$$  

(a)  

$$24\div\left(-6\right)+4=...$$  

(a)  

$$-7\times49\div7=...$$  

(a)  

$$4-\left(-5\right)\div1=...$$  

(a)  

$$5+\left(-12\right)\times3=...$$  

(a)  

$$2-\left(-9\right)\div1=...$$  

(a)  

$$3\times\left(-4\right)\div4=...$$  

(a)  

$$8\div\left(-2\right)\times\left(-3\right)=...$$  

(a)